JPS 76th Annual Meeting

1: Non-Affine Displacements Below Jamming under Athermal Quasi-Static Compression; Tokyo Univ.; Harukuni Ikeda, Koji Hukushima
2: The relationship between the change in Jamming transition density and the structure depending on preparation protocol of the initial configuration; Dep. of Phys. Nagoya Univ.; Hiromichi Matsuyama, Takeshi Kawasaki, Kunimasa Miyazaki
3: Vibrational properties of binary mixtures of jammed particles with large size dispersity; Graduate School of Arts and Science, University of Tokyo; Yusuke Hara, Hideyuki Mizuno and Atsushi Ikeda
4: Size distribution dependence of relaxation dynamics in a foam; Department of Physics, Tokyo Metropolitan university; Naoya Yanagisawa, Rei Kurita
5: Decoupled glass transition and jamming in a hard-core p-spin model with multiple degrees of freedom; Cybermedia Center, Osaka Univ.; Hajime Yoshino

6: Hyperuniformity in athermal colloidal suspensions under cyclic shear deformation; Nagoya Univ.; M.Toyoda, K.Miyazaki, T.Kawasaki
7: Anomalous shear modulus and loop trajectories of dense particles under oscillatory shear; Osaka Univ., Kyoto Univ.; Michio Otsuki, Hisao Hayakawa
8: Fragility of glass-forming liquid and scaling by boson peak; Graduated School of Engineering Science, Osaka University, Graduated School of Arts and Sciences, The University of Tokyo^A; Shota Daimon, Hideyuki Mizuno^A, Kang Kim, Nobuyuki Matubayasi
^●9: Low energy excitations of vapor-deposited glassy carbon disulfide; ISSP, Univ. of Tokyo, J-PARC, JAEA^A, Sumitomo Rubber Ind. Ltd.^B; Xuejun Wu, Hiroshi Akiba, Yuki Mizuno, Maiko Kofu^A, Tatsuya Kikuchi^B, Seiko Kawamura^A, Kenji Nakajima^A, Osamu Yamamuro
10: Terahertz band spectroscopic study on the infrared light vibrational coupling coefficient of polymethylmethacrylate; Univ. of Tsukuba, Ritsumeikan Univ.^A, Tokyo Tech^B, Hallym Univ.^C; Shin Nakagawa, Yasuhiro Fujii^A, Suguru Kitani^B, Hitoshi Kawaji^B, Akitoshi Koreeda^A, Soo Han Oh, Jae-Hyeon Ko^C, Yohei Yamamoto, Tatsuya Mori
11: Vibrational Density of States Analysis of Ring Polymer Glass; Graduate School of Engineering Science, Osaka University, Graduate School of Arts and Science, Tokyo University; Shota Goto, Hideyuki Mizuno, Kang Kim, Nobuyuki Matubayasi

1: Generalization of Deterministic Model of Fractal Scale-Free Networks; Dept. Appl. Phys., Hokkaido Univ.; Y. Fujiki, K. Yakubo
2: Cascading behavior of the extended Watts model on networks Ⅱ; Ibaraki Univ.; Shinji NIshioka, Takehisa Hasegawa
3: Analysis by the recurrence formula of percolation transitions in NCO models on complex networks; Division of Physics, Hokkaido Univ.; Riki Hikita, Koji Nemoto
4: Revisiting percolation on degree-correlated networks; Jaist, Ibaraki Univ.; Shogo Mizutaka, Takehisa Hasegawa
5: Numerical Estimation of Critical Exponents for Explosive Percolation; Dept. of Engineering Sciences, Univ. of Electro-Communications; Kenta Hagiwara, Yukiyasu Ozeki
6: Diagrammatic expansion of transfer entropy in Boolean networks; Kyushu U., RIKEN^A; Fumito Mori, Takashi Okada^A

7: Analysis of non-Markovian Sinitsyn-Nemenman model with non-negative probabilities; YITP, Kyoto Univ.; Ville M. M. Paasonen, Hisao Hayakawa
8: Field theoretical approach to non-Markovian and non-linear Hawkes processes; University of Tsukuba, Faculty of Engineering, Information and Systems^A, JST PRESTO^B, ETH Zurich^C, SUSTech^D; Kiyoshi Kanazawa^A,B, Didier Sornette^C,D
9: Negative sign problem and numerical methods on dual stochastic processes; Saitama Univ., JST PREST; Jun Ohkubo
10: The research on first-order phase transitions with various volumes and cooling rates using a Phase-field simulation method; Univ. Tokyo^A, RIKEN CEMS^B; Yo Nishizawa^A, Hiroshi Oike^A, Fumitaka Kagawa^A,B
11: Data analysis of relation between growth processes of droplets and atmospheric movement using super-droplet methodーdata analysis using wavelet conversionー; Grad. Sch. of Humanities and Sci., Nara Women’s Univ., Grad. Sch. of Simulation Studies, Univ. of Hyogo^A, Div. of Natural Sci., Nara Women’s Univ.^B; M.Shimomura, S.Shima^A, and M.Toda^B
12: Quasi-static growth and branching of cracks caused by cooling in paraffin wax; Graduate School of Humanities and Sciences, Nara Women's Univ., Division of Natural Sciences, Nara Women's Univ.^A; Kanoko.Tsuka, So. Kitsunezaki^A

1: Analysis of Quasi-equilibrium of the Bead-Spring Hamiltonian systems; Osaka Electro-Comm. Univ., Chubu Univ.^A; Tatsuo YANAGITA, Tetsuro KONISHI^A
2: Reduction of degree of freedom and Poincaré surface of section around resonance in the elliptic restricted three-body problem for asteroid Ⅱ; Osaka Prefecture Univ., Univ. of Texas at Austin^A, IIS Univ. of Tokyo^B; Kosuke Asano, Kenichi Noba, Tomio Petrosky^A,B
3: An adiabatic cycle can interchange the actions of a mass-spring system; Tokyo Metropolitan University; Atushi Tanaka and Hiroaki Imada
^●4: Revisiting the Floquet Hartree-Fock method; Univ. of Tokyo^A, Inst. of Solid State Phys.^B; Cristian M. Le^A, Ryosuke Akashi^A, Shinji Tsuneyuki^A,B
5: Bifurcation phenomena in macroscopic behavior of the globally coupled Bernoulli map system; Osaka Univ.; Tsuyoshi Chawanya, Michinobu Nakayama
6: Large Deviation Principle of Stable Chaos; Fac. Sci. Tech., Oita Univ., RIKEN CBS^A; Hiromichi Suetani^A

7: Thermal average and variance of kinetic energy in constrained chain-type systems and their mass dependence; Chubu Univ., Osaka Electro-Comm. Univ.^A; Tetsuro Konishi, Tatsuo Yanagita^A
8: Synchronization and Taylor's law in dynamical systems; Grad. Sch. of Frontier Sciences, Univ. of Tokyo, Grad. Sch. of Arts and Sciences, Univ. of Tokyo^A; Yuzuru Mitsui, Hiroki Kojima^A, Takashi Ikegami^A, Hiroshi Kori
9: Regular-irregular transition at Graze in isolated three vibro-impact oscillators designed from Grover algorithm; Mie Univ., NITTC; Shigeo KOTAKE, Soichiro TAKATA
10: Conservative variables in numerical simulations using the explicit integrator AFI for the time-dependent Schrodinger equation; NIT Ariake Col., Kyushu Inst. Tech.^A, AIST^B; T. Matsuno, E. S. Otabe^A and Y. Mawatari^B
11: Molecular Dynamics Simulation of Karman-Vortex Cavitation in Complex Fluids; ISSP Univ. Tokyo, Keio University^A; Yuta Asano, Hiroshi Watanabe^A, Hiroshi Noguchi
12: Nambu-mechanics representation of MHD equations; IMI Kyushu Univ., Zhejiang Normal Univ.^A; Yasuhide Fukumoto, Rong Zou^A
13: New proposal for galaxy rotation curve in helical fluid space-time (Chern-Simons modified gravitational theory): In connection with the discovery of galaxies without dark matter; Department of Applied Physics, Hokkaido University^A, NIMS^B, National Institute of Technology, Tomakomai College^C, Center of Education and Research for Topological Science and Technology, Hokkaido University^D, Department of Physics, Nara University of Education^E; Kaito Takeda^A,D, Keiji Nakatsugawa^A,B,D, Kohkichi Konno^C,D, Toyoki Matsuyama^D,E, Satoshi Tanda^A,D

1: Exotic phase transitions in non-reciprocally interacting active systems; University of Chicago; Ryo Hanai，Michel Fruchart，Peter B. Littlewood，Vincenzo Vitelli
^●2: Collective dynamics in crystal-like arrangements of active chiral particles; Wayne State Univ. Detroit, Otto von Guericke Univ. Magdeburg^A, Heinrich Heine Univ. Düsseldorf^B; Zhi-Feng Huang, ^○Andreas M. Menzel^A, Hartmut Löwen^B
3: theoretical study for collective behavior of deformable active particles; ExCELLS, NINS; Nen Saito
4: Effect of aspect ratio on collective ordering in a rhomboidal-particle system; Graduate School Sci. & Eng., Chiba Univ., Graduate School Sci., Chiba Univ.^A; Motoya SUZAKA, Hiroaki ITO^A, Hiroyuki KITAHATA^A

5: Algebraic depletion wings in dilute active Brownian particles: Theory and Experiments on Janus particles fuelled by an AC electric field; Dept. Phys. UTokyo, Sorbonne Univ.^A, ESPCI^B, Univ. Lyon^C; Daiki Nishiguchi, Alexis Poncet^A, Olivier Bénichou^A, Vincent Démery^B,C
6: Chiral edge current and ordered vortices in a dense bacterial suspension; Dept. of Phys. Kyushu Univ., Dept. of Appl. Phys. Tokyo Univ. of Sci.^A; Kazusa Beppu, Ziane Izri, Yutaka Sumino^A, Yusuke T. Maeda
7: Glassy collective dynamics of dense bacterial populations; Dept. of Phys., Univ. of Tokyo, Dept. of Phys., Tokyo Tech, Dept. of Basic Science, Univ. of Tokyo; Masahiro Yamamoto, Yujiro Furuta, Takuro Shimaya, Reiko Okura, Yuichi Wakamoto, Kazumasa A. Takeuchi
8: On symmetries of microbes through fluid equations; RIMS, Kyoto University; Kenta Ishimoto
9: Reciprocal microswimmers in a viscoelastic fluid; Tokyo Metropolitan Univ.; Kento Yasuda, Mizuki Kuroda, Shigeyuki Komura

1: Introduction; Univ. Kyushu, RIAM; Shigeru Inagaki
2: Collisional-radiative physics and particle transport in dynamic plasma-gas boundary; Tohoku Univ., Dept. Quantum Science and Energy Engineering; Hiroyuki Takahashi
3: Interplay between plasma flow and gas flow in weakly-ionized plasmas; NIFS; Shinji yoshimura
4: Plasma-solid boundary of laser produce plasma; Osaka Univ., ILE; Keisuke Shigemori

5: Particle transport and physicochemical interactions on plasma-liquid boundary; Tohoku Univ., Dept. Electronic Engineering; Toshiro Kaneko
6: Nonlocality of boundary and dynamical liquid metal - plasma contact experiment; Tohoku Univ., Dept. Electronic Engineering; Kazunori Takahashi
7: Observation of boundary between electron and ion fluids flowing in mutually reverse directions; Kyoto Institute of Technology, Master's program of electronics; Toshikazu Okada

1: The activation energy of glass transition; ISIR, Osaka Univ.; Koun Shirai
2: Spectroscopic analysis for an isotropic amorphous polyethylene with molecular dynamics simulation I; National Institute of Technology, Toyota College, Ritsumeikan Univ., Yamaguchi Univ.; Akira Koyama, Koji Fukao, Takashi Yamamoto
^●3: Structural Study on Metal-Organic-Framework Glass absorbing CO2 gas; ISSP, Univ. of Tokyo, Guangxi Normal Univ.^A, Shaanxi Univ. of Sci. and Tech.^B, JASRI^C; Yitong Wang, Masami Nirei, Hiroshi Akiba, Ming-Hua Zeng^A, Zheng Yin^B, Koji Ohara^C, Osamu Yamamuro
4: Measurement Stability of the Dielectric Relaxation of the Supercooled Sugar-Alcohols near the Glass Transition Temperature; Hokkaido Univ.; Yuima Kawatani, Ryusuke Nozaki
5: Decelerated Liquid Dynamics Induced by Component-Dependent Supercooling in Hydrogen and Deuterium Quantum Mixtures; Kyoto Univ.; KIM Hyeon-Deuk
6: Density dependence of coefficients in modeling of displacement correlations in colloidal liquids; Tottori Univ., Osaka Univ.^A, Kyoto Univ.^B; Ooshida T., M. Otsuki^A, S. Goto^A, T. Matsumoto^B

7: Johari-Goldstein β relaxation and low-frequency vibrations in asymmetric dimer systems; Graduate School of Arts and Sciences, University of Tokyo; Kumpei Shiraishi, Hideyuki Mizuno, Atsushi Ikeda
8: Relaxation behavior and cluster structures in one dimensional transient bond model; Nagoya Univ.; Takashi Uneyama
9: Dynamical systems approach to slow dynamics of glass-forming liquids II; Dept. of Phys., Tokyo Metropolitan Univ.; Yoshihiro Nakahara, Akira Shudo
10: Marginal stability of glasses: Intermittent rearrangements induced by thermal energy; University of Tokyo, Shanghai Jiao Tong University^A, University of Grenoble^B; Hideyuki Mizuno, Atsushi Ikeda, Hua Tong^A, Stefano Mossa^B
11: Random quench predicts universal properties of amorphous solids; The University of Tokyo, Ryerson University^A; Masanari Shimada, Eric De Giuli^A

1: Analysis of critical phenomena of the monomer-dimer model based on tensor network; Osaka Univ.; Takahiro Otsuka, Yasuhiro Akutsu
2: Nonperturbative renormalization group study on the tetracritical critical phenomena in the O(N) models; Department of Physics, Kyushu University, LPTMC, Sorbonne Université^A; Shunsuke Yabunaka, Bertrand Delamotte^A
3: Detection of the critical temperature of the q-state Potts model using the CNN learned the 2D Ising model; Tokyo Univ. Sci.; Kimihiko Fukushima, Kazumitsu Sakai
4: Study on relaxations of fluctuation for continuous spin systems with event-chain method; Dept. of Engineering Sciences, Univ. of Electro-Communications; Yuma Osada, Yukiyasu Ozeki
5: Surface critical behavior of the 3d O(N) model; ISSP; Shumpei Iino, Naoki Kawashima
^●6: Scaling dimensions from analyzing tensor renormalization group flows; The Univ. of Tokyo; Xinliang Lyu, RuQing Xu, Naoki Kawashima

7: Flow-based Super-Resolution on Spin System; TMU, BII^A, NUS^B; Kenta Shiina^A, Lee Hwee Kuan^A,B, Hiroyuki Mori
8: Geometric allocation approach to accelerating directed worm algorithm; Department of Physics, The University of Tokyo; Hidemaro Suwa
9: A Theoretical Study on the Pattern Formation via the Time-Dependent Ginzburg-Landau Equation in the Two-Dimensional Spin System; ERI, UTokyo, IST, UTokyo^A, JASRI^B, GSFS, UTokyo^C, IINa, Kumamoto University^D; Ryoji Anzaki, Shin-ichi Ito^A, Hiromichi Nagao^A, Masaichiro Mizumaki^B, Masato Okada^C, Ichiro Akai^D
10: Inequalities for multiple-point correlation functions in random-field spin model; Nihon Univ.; Chigak Itoi, Yoshinori Sakamoto
11: Absence of RSB in the Edwards-Anderson model at zero temperature; Nihon University; C. Itoi
12: Calculation of spin glass order parameter by higher-order tensor renormalization group.; Univ. of Tokyo; Kota Yoshiyama, Koji Hukushima
^●13: Using Variational Autoregressive Networks on frustrated triangular Ising model; Dept. of Phys. Hokkaido Univ., OIST^A; Kazuki Okigami, Geet Rakala^A

1: Exact solution of the cluster model with next-nearest-neighbor interaction; National Institute of Technology, Fukui College, Grad. Sch. of Math., Nagoya University^A; Yuji Yanagihara, Kazuhiko Minami^A
^●2: Mott-insulating Bose-Einstein condensation in a tight-binding system of interacting bosons with a flat band; Phys, U. Tokyo, Phys, Gakushuin U.^A; Hosho Katsura, ^○Hal Tasaki^A
^●3: Parafermionization, bosonization, and critical parafermionic chains; ISSP, RIKEN^A; Yuan Yao, Akira Furusaki^A
4: SU(2) monopole harmonics : application to the physics of SPT states; NIMS MANA; Akihiro Tanaka
5: Mapping of 2D lattice models to extended 1D models in the DMRG method; Dept. Phys. Chiba Univ., Dept. Phys. Ehime Univ.^A, IFW-Dresden^B, TU-Dresden^C; Masahiro Kadosawa, Yukinori Ohta, Masaaki Nakamura^A, Satoshi Nishimoto^B,C
6: Analysis of topological transitions based on the 1D lattice representation of 2D lattice models; Dept. Phys., Ehime University^A, IFW Dresden^B, TU Dresden^C; Masaaki Nakamura^A, Masuda Shohei^A, Satoshi Nishimoto^B,C

7: Quantum Phase Transition in a Bose-Hubbard Model on Penrose Lattice; Dept. Appl. Phys., Tokyo Univ. Sci.; Takanori Sugimoto, Rasoul Ghadimi, Takami Tohyama
8: The SU(3) symmetry of the Dimer-Trimer spin-1 chain; Dept. Phys. Kyushu Univ.; Tohru Mashiko, Shunji Moriya, Kiyohide Nomura
9: Phase transition of bond-alternation and next-nearest-neighbor S=1 chain; Department of Physics, Kyushu University; H.Fujimura, K.Nomura, S.Moriya
10: Application of “temperature-scaling” formalism in cluster nonequilibrium relaxation to quantum phase transitions II; MANA, NIMS, Shibaura Institute of Technology^A; Yoshihiko Nonomura, Yusuke Tomita^A
11: Ground-state phase diagram of a S=1 Kitaev-Γ spin chain; University of Hyogo; Takafumi Suzuki
12: Spontaneous symmetry breaking and symmetry-protected topological phases in a spin-1/2 XXZ ladder with a four-spin interaction; ISSP, Univ. of Tokyo^A, Faculty of Sci. and Eng., Kindai Univ.^B, Keio Univ.^C; Takuhiro Ogino^A, Ryui Kaneko^B, Satoshi Morita^A, Shunsuke Furukawa^C, Naoki Kawashima^A
13: PT Symmetry Breaking with Localization for Open XX Spin Chain with Boundary Dissipations; Tokyo Tech.; Kohei Yamanaka, Tomohiro Sasamoto
14: Exceptional Dynamical Phase Transitions in Periodically Driven Quantum Many-Body Systems; RIKEN CPR Hakubi/iTHEMS; Ryusuke Hamazaki

1: A surfactants reaction model for reciprocating motion of a self-propelled droplet; Hiroshima Univ.; Shinpei Tanaka
2: Motion mode transition of swimming droplets caused by changes in susceptibility to perturbations; Grad. Sch. of Sci. Kyoto Univ., Faculty of Sci. and Tech. Keio Univ., CMPI for Terrestrial Microbiology; Saori Suda, Tomoharu Suda, Takuya Ohmura, and Masatoshi Ichikawa
3: Imperfect bifurcation in the rotation of a propeller-shaped camphor rotor; Tohoku Univ., Chiba Univ.^A; Yuki Koyano, Hiroyuki Kitahata^A
4: Particle motion driven by surface tension difference: mode analysis of active-passive particles; TUS, CU, TU; ishikawa hiroaki

5: Symmetry breaking induced adhesion-independent motility of actomyosin droplet under cell-sized confinement; Kyushu Univ., Kyoto Univ. Hakubi Cent.^A; Ryota Sakamoto, Makito Miyazaki^A, Yusuke T. Maeda
6: Hydrodynamic response of a two-dimensional compressible fluid with odd viscosity II; Tokyo Metropolitan Univ., Tel Aviv Univ.^A; Yuto Hosaka, Shigeyuki Komura, David Andelman^A
7: Rheology and Structural Relaxation of Model Cytoplasm with Metabolic Activity; Department of Physics, Kyushu University^A, Faculty of Bioscience and Applied Chemistry, Hosei University^B; Yujiro Sugino^A, Ippei Kumamaru^A, Kohei Fukumoto^A, Yoshiyuki Sowa^B, Daisuke Mizuno^A
8: Molecular Dynamics Simulation of Solvation Motor: An analysis of Motor Size Dependence; Kogakuin Univ., Kogakuin Univ.^A, Kyushu Univ.^B; Ken Tokunaga, Tsuyoshi Saso^A, Ryo Akiyama^B

1: Effect of Host-Parasite Interactions on the Evolution of RNA Structure; University of Tokyo, University of Auckland, Universal Biology Institute; Naoto Nishiura, Nobuto Takeuchi, Kunihiko Kaneko
2: Theoretical Model of Dominance in Multiple Ploidy; Dept. of Basic Sci.; Kenji Okubo, Kunihiko Kaneko
3: Estimating non-stationary entropy production by machine learning; Dept. of Appl. Phys. The Univ. of Tokyo, Stockholm Univ.^A, Nordita^B; Shun Otsubo, Sreekanth K Manikandan^A,B, Takahiro Sagawa, Supriya Krishnamurthy^A

4: Introduction of Young Scientist Award, and Student Presentation Award (Division 11); Tokyo Tech., IIR; Misako Takayasu
5: Development of a method for estimating model parameters from experimental data by means of machine learning; National Inst. for Materials Sci.; Ryo Tamura
6: Theoretical study on peculiar dynamical properties of circadian clocks; The Univ. of Tokyo, Graduate School of Arts and Sci.; Tetsuhiro Hatakeyama
7: Studies on thermalization processes of isolated and open quantum many-body systems; RIKEN Hakubi Research Team; Ryusuke Hamazaki

1: Multi-state Watts threshold model; Tohoku Univ. FRIS & GSIS, Kobe Univ. Econ^A; Tomokatsu Onaga, Teruyoshi Kobayashi^A
2: Graph-based open-ended survey on concerns related to COVID-19; AIST, Kagawa Univ., Waseda Univ.; Tatsuro Kawamoto, Takaaki Aoki, Michiko Ueda
3: Detection and evaluation of buzzwords using social big data; Univ. of Ryukyus, Hottolink^A; Kenta Yamada, Sakae Mizuki^A, Takeshi Sakaki^A
4: Scaling Laws of Collective Human Flow in the Covid-19 Pandemic; Tokyo Tech Computing, Sony CSL^A, Tokyo Tech IIR^B; Yohei Shida, Hideki Takayasu^A,B, Misako Takayasu^B
5: Data assimilated simulation of information spreading on social media; Univ. Tsukuba, Univ. Tokyo^A, Nihon Univ.^B, Louis Pasteur Center^C; Yukie Sano, Hiroyuki A. Torii^A, Yosuke Onoue^B, Kazuko Uno^C
6: Evolution of Family Systems and Social Structures in Pre-industrial Peasant Societies; Grad. Sch. of Arts and Sciences. Tokyo Univ.; Kenji Itao, Kunihiko Kaneko

7: Validation of a motion model based on football tracking data.; Chuo Univ., Waseda Univ.^A; Kenta Takizawa, Takuma Narizuka, Yoshihiro Yamazaki^A
8: Quantifying minimal arrival times using motion model and space evaluation in football games.; Chuo Univ., Waseda Univ.^A; Takuma Narizuka, Kenta Takizawa, Yoshihiro Yamazaki^A
9: Statistical properties in score fluctuations of gateball; Faculty of Science and Engineering, Waseda University, Faculty of Science and Engineering, Chuo University^A; Yoshihiro Yamazaki, Takuma Narizuka^A, Keiichiro Kagawa, Keisuke Taga
10: Heterogeneity of Zipf's system II; Dept. of Phys., Osaka Pref. Univ.; Takuya Yamamoto, Tsuyoshi Mizuguchi
11: Analysis of opinion formulations based on prospect theory; Graduate School of Informatics Kyoto Univ.; Nonaka Yota, Syuji Miyazaki
12: Typical Evaluation of Probabilistic Context-Sensitive Grammar through Statistical Mechanical Approach; University of Tokyo; K. Nakaishi, K. Hukushima

1: Application of Kirkwood-Buff Integral theory to crystals; Chiba Univ. Grad. Sch. Sci. Eng.; Masafumi Miyaji, Peter Krueger
2: Global thermodynamics for two-component fluid in heat conduction; Ibaraki Univ.; Akira Yoshida, Naoko Nakagawa
3: Potential parameter dependence of mass and heat cross-transport coefficients in WCA mixture fluids; Nagoya Univ.; Tatsuma Oishi, Yuya Doi, Takashi Uneyama, Yuichi Masubuchi
4: Hyperuniformity and long-range correlations for plane-averaged currents in equilibrium fluids; Nagoya University, Kyoto University^A; Masato Itami, Kunimasa Miyazaki, Shin-ichi Sasa
5: Does "van der Waals turbulence" exit?; Department of Physics, Kyoto University; Tomohiro Tanogami, Shin-ichi Sasa
6: Universal fluctuation of polygonal crack geometry in solidified lava; Univ. Yamanashi; Yuri Akiba, Aika Takashima, Hiroyuki Shima

7: The scaling law of the ordered phase growth under supercooling; Department of Physics, Kyoto University; Mao Hiraizumi, Hiroki Ohta and Shin-ichi Sasa
8: Long-range phase order in two dimensions under shear flow; ZJU, Kyoto University^A; Hiroyoshi Nakano, Yuki Minami^A, Shin-ichi Sasa
9: Energy transports in a thermal network model with a temperature difference; Dep. of Physics, Kwansei Gakuin Univ., Ludwig Leuchten^A; Tooru Taniguchi, Colin Bain McRae^A, and Shin-ichi Sawada
10: phase transition in anisotropic random organization model; Nagoya Univ. Sci.; Fukuta Tetsuya, Miyazaki Kunimasa, Kawasaki Takeshi
11: Numerical evaluation of entropy production in systems with absorbing phase transitions; AIST, ISSP Univ. Tokyo^A; Keiichi Tamai, Naoki Kawashima
12: Strings of the Bethe equation in the asymmetric simple exclusion process; Univ. of Tokyo, Ochanomizu Univ.^A, RCAST, Univ. of Tokyo^B; Yuki Ishiguro, Jun Sato^A, Katsuhiro Nishinari^B
13: Non-mean-field critical exponents in classical mean-field anisotropic spin models; Kyoto Univ., RKMV Univ.^A; Yoshiyuki Y. Yamaguchi, Debraj Das^A, Shamik Gupta^A

1: Toward the jump of materials research; Tokyo Inst. of Tech., Materials Res. Center for Element Strategy; Hideo Hosono
2: Exploration of multicrystalline informatics for high-performance multicrystalline materials; Nagoya Univ., School of Eng.; Noritaka Usami
3: Data-driven materials exploration toward development of novel semiconductors and dielectrics; Tokyo Inst. of Tech., Inst. of Innovative Res.; Fumiyasu Oba
4: Development of magnetoresistive device materials using computational & data science; Tohoku Univ., Adv. Inst. for Mater. Res.; Shigemi Mizukami

5: Topology analysis of dynamic network on thermoplastic elastomers; Tokyo Inst. of Tech., School of Mater. and Chem. Tech.; Ken Nakajima
6: Experimental, theoretical, and data science studies for catalyst informatics; Hokkaido Univ., Institute for Catalysis; Kennichi Shimizu

1: Dynamics induced by symmetry-protected exceptional rings for mechanical graphene; Faculty of Pure and Applied Sciences University of Tsukuba; Gen Najima, Tsuneya Yoshida, Yasuhiro Hatsugai
2: The third-order topological insulator in the uniform magnetic field; Ibaraki Univ.; Yuria Otaki, Takahiro Fukui
3: Kondo effect and RKKY interaction of the one-dimensional multi-impurity Kondo system; Dept. of Phys., Tohoku Univ.; Yuya Kurebayashi, Naokazu Shibata
4: Dynamics of the entanglement in the Creutz ladder model.; Hiroshima Univ., Tsukuba Univ.^A, Nagoya Inst. Tech.^B; Takahiro Orito, Yoshihito Kuno^A, Ikuo Ichinose^B
5: Gauge invariant formulation of orbital magnetic susceptibility with Wannier functions; MANA, NIMS; Toshikaze Kariyado

6: Penalty methods for variational quantum eigensolver; UWaterloo, QunaSys; Kohdai Kuroiwa, Yuya O. Nakagawa
7: Approximate fermion many-body wave function by a feed-forward neural network; Department of Applied Physics, The University of Tokyo; Koji Inui, Yasuyuki Kato, Yukitoshi Motome
8: Hidden Markov Model Simulation for Time Series Data Analysis: Application to Quantum dot blinking phenomenon; Kyushu Inst. Tech.; T. Furuta, K. Hamada, M. Oda, K. Nakamura
9: Relaxation dynamics of two interacting double-layers in a 1D Coulomb system; Chuo U., Fac. Sci. Eng.; Sergio ANDRAUS
10: Suppression of boundary effect by the energy scale deformation in Fermionic systems; Kobe University; Tomotoshi Nishino

1: Proof of Peskun's theorem for Markov chains with skew detailed balance conditions; Tohoku University^A, Tokyo Institute of Technology^B, Sigma-i^C; Manaka Okuyama^A, Masayuki Ohzeki^A,B,C
2: On Hamiltonian simulated tempering; Univ. of Tokyo; Koji Hukushima
3: Performance Evaluation of Quantum Annealing with XY Driver in Potts Model; Tohoku University^A, Tokyo Institute of Technology^B, Sigma-i^C; Yuki Kawashima^A, Masayuki Ohzeki^A,B,C, Kazuyuki Tanaka^A
4: Analysis of sampling performance of quantum annealing in degenerate systems using quantum Monte Carlo methods; Tohoku University^A, Tokyo Institute of Technology^B, Sigma-i^C; Naoki Maruyama^A, Masayuki Ohzeki^A,B,C, Kazuyuki Tanaka^A
5: Optimizations of traffic signals by quantum annealing; Tohoku University Engineering, Tokyo Institute of Technology^A, Sigma-i^B, Tohoku University Information^C; Shusaku Kamei, Masayuki Ohzeki^A,B,C, Kazuyuki Tanaka^C
6: An alternative approach to the route optimization of automated guided vehicles using a quantum annealer; Tohoku University^A, Tokyo Institute of Technology^B, Sigma-i^C; Renichiro Haba^A, Masayuki Ohzeki^A,B,C, Kazuyuki Tanaka^A

7: Cancellation
8: Statistical mechanical analysis for deep Boltzmann machine; Graduate School of Sci. and Eng., Yamagata Univ.; Ryosuke Maeno and Muneki Yasuda
9: Typical performance analysis of stability selection; IPI; Takashi Takahashi
10: Re-formalization of gaussian process regression with conjugate variable and its analysis by statistical physics; The University of Tokyo, Komaba Institute for Science^A, JST PRESTO^B; Yasushi Nagano, Yoshinori Nakanishi-Ohno^A,B, Koji Hukushima^A
11
12: Performance analysis on signal recovery of compressed sensing using SCAD regularizer; Tokyo Tech., Kyoto U.^A, U. Tokyo^B; S. Ishii, T. Obuchi^A, Y. Kabashima^B
13: Inference of high rank tensor decomposition based on BP.; Osaka Univ., Kyoto Univ.; Riki Nagasawa, Tomoyuki Obuchi, Hajime Yoshino
14: Algorithm for query-based active learning and its analysis; ISM^A, JST PRESTO^B, Univ. Tokyo^C; Ayaka Sakata^A,B, Yoshiyuki Kabashima^C

1: Helmholtz-Hodge Decomposition of InterIndustry Networks　：　International Comparison; Niigata University; Tomoharu Hoshi, Hiroshi Iyetomi
2: Network-Theoretical Study of Stock Ownership Structure on a Global Scale; Niigata University, Kyoto University^A; Hiroshi Iyetomi, Yuichi Kichikawa, Yuichi Ikeda^A
3: Entropy Analysis of Fluctuations in Financial Time Series; Fukuoka Prefectural University and Professor Emeritus of Kagoshima University^A; Ryuji Ishizaki and Masayoshi Inoue^A
4: Bayesian Inference of Levy's Stable Distribution using Hamiltonian Monte Carlo method.; College of Economics, Nihon University; Hideomi TOTSUKA, Hidetoshi MITSUI
5: Randomness measured by the RMT test and its application; Meiji Univ., Interdisciplinary Mathematical Sciences; Mieko Tanaka-Yamawaki
6: The nature of price fluctuations in the cryptocurrency market; TREND LORE., Nihon U^A, Meiji U^B; Masafumi Takahashi, Masanori Yamanaka^A, Mieko Tanaka-Yamawaki^B

7: Trend-following analysis by order type in the forex market; Graduate School of Information Science and Engineering. Tokyo Tech, Sony CSL, Institute of Innovative Research, Tokyo Tech; Hiroki Watari, Hideki Takayasu, Misako Takayasu
8: Changes in the critical point when the starting company is changed in chain bankruptcy model; Tokyo Tech^A, IIR^B, sonyCSL^C; Kazuha Mori^A, Junich Ozaki^B, Hideki Takayasu^B,C, Misako Takayasu^A,B
9: A study of relation between network topology and transition point of diffusion-localization transition point of gravitation interaction model; Tokyo Tech Sch. of Comp.^A, Sony CSL^B, Tokyo Tech IIR^C; Hajime Koike^A, Hideki Takayasu^B,C, Misako Takayasu^A,C
10: A time-evolution model of inter-firm trading network satisfying the non-Gibra Law; IIR, Tokyo Tech, Sony CSL^A; Jun'ichi Ozaki, Hideki Takayasu^A, Misako Takayasu
^●11: Bursts in collective emotion during COVID-19 pandemic period based on Chinese SNS data; Tokyo Institute of Tech.^A, Univ. of Tsukuba^B, Institute of Innovative Research (Tokyo Institute of Tech)^C, Sony Computer Science Laboratories^D; Wu Qianyun, Yukie Sano, Hideki Takayasu, Misako Takayasu
^●12: Innovation processes: A dynamical economic model with time evolving networks; Tohoku Univ., JAVIS Co., Ltd.^A, Shizuoka Univ.^B; Yunhan Du, Yoshinori Tone^A, Akihito Sudo^B, Naoya Fujiwara

1: Power spectrum for number density in counter flow obtained from social force model; Dept. of Physics, Waseda Univ.; Y. Sato and Y. Yamazaki
2: Periodic undulation of compressive force observed in a uniaxially compressed granular column; Osaka Univ., BUAP^A, Osaka Sangyo Univ.^B; H. Katsuragi, F. Pacheco-Vazquez^A, T. Omura^B
3: Impact dynamics in hierarchically structured granular materials; Graduate School of Environmental Studies, Nagoya Univ., Graduate School of Science, Osaka Univ.^A; Fumiaki Okubo, Hiroaki Katsuragi^A
4: Elastic response of wet granular materials; Grad. Sch. of Eng. and Sci., Osaka Univ.; Kiwamu Yoshii, Michio Otsuki
5: sieving of cohesive granular materials; Osaka Engineering Science; Kujirasaki Yusuke, Otsuki Michio
6: Continuum Analysis of Granular Channel Flows; Osaka Univ.; Kuroda Ryo, Otsuki Michio

7: Dilatancy of frictional granular materials under oscillatory shear with constant pressure; YITP; Daisuke Ishima, Hisao Hayakawa
8: Micro X-CT observation of Licopodium paste with memory of shaking (II) - Analysis of Anisotropic Structures -; Nara Women's Univ., Chubu Univ.^A, Nihon Univ.^B, Osaka Pref. Univ.^C; So Kitsunezaki, Akihiro Nishimoto^A, Akio Nakahara^B, Yousuke Matsuo^B, Tsuyoshi Mizuguchi^C
9: Friction experiment on granular materials with rotation equipment; Dep. of Phys., Aoyama Gakuin Univ.; Shumpei Endo, Izumi Nishio, Takehito Suzuki, Hiroshi Matsukawa
10: Two forms of the slip-front profiles and various propagation velocities for 1D model; Dept. Phys. & Math., AGU; Takehito Suzuki
11: Intersonic Sliding Friction: Derivation of Analytical Solutions and Comparison with Experiments; Univ. Tokyo; T. Yamaguchi
12: Feasibility of limit cycle in Rate-State friction law; Osaka Univ.; R.Mizushima, T.Hatano
13: Relation between avalanche behaviors and mechanical properties in solids with different structures; Kanazawa Univ.; Tomoaki Niiyama, Tomotsugu Shimokawa

1: Scalar spectrum modulation by condensation/evaporation in cloud turbulence; NITech; T. Gotoh, I. Saito, T. Watanabe
2: Statistical nature of Hall MHD turbulence with a high magnetic Prandtl number; NIFS, Nagoya Inst. Tech.^A; Hideaki Miura, Toshiyuki Gotoh^A
3: Role of the hierarchy of coherent structures in the transport of inertial particles in wall-bounded turbulence; Graduate School of Engineering Science, Osaka University; Yutaro Motoori, Susumu Goto
4: Flux vector fields of triple cascade in CHM turbulence; Doshisha Univ., Tokyo Denki Univ.^A, Akita Univ.^B; Masanori TAKAOKA, Naoto YOKOYAMA^A, Eiichi SASAKI^B
5: Quasi-periodic fluctuation of von Kármán turbulence driven by viscous stirring; Osaka Univ.^A, ECL^B; Ryo Araki^A,B, Susumu Goto^A
6: Scaling law of numerical dissipative weak solutions to the Euler equation 2; Dep. Phys, Kyoto U.; Takeshi Matsumoto

7: Stochastic model for relative turbulent dispersion via two-time Lagrangian velocity correlation function; Div. Phys., Kyoto Univ.; Tatsuro Kishi, Takeshi Matsumoto, Sadayoshi Toh
8: Universality of linear stability of shear flow with finite flow rate; MIMS; Yoshiki Hiruta
9: Phase response property of the wake of a plate wing in a uniform flow; Graduate School of Integrated Sciences for Life, Hiroshima University; Makoto Iima
10: Lift enhancement mechanism of the corrugated wing with large angle of attack based on the starting vortex dynamics; Hiroshima University; Yusuke Fujita, Makoto Iima
11: Direct Numerical Simulation of Destabilized Helical Vortices; Tohoku Univ., LIMSI^A, Universite de Paris VI^B; Yuji Hattori, Ivan Delbence^A, Maurice Rossi^B
12: Suppression effect on three-dimensional boundary layer transition by sinusoidal roughness elements; Tohoku Univ., JAXA^A; M. Hirota, Y. Ide^A, Y. Hattori
13: Relation between fluid and magnetic analyses in interface analysis of magnetic fluid; Div. of Applied Physics, Fac. of Engineering, Hokkaido Univ.; Yo Mizuta

1: H-theorem for a 1D quantum system with negative phenomenological diffusion coefficient; Dept. of Phys. Sci., Osaka Pref. U., Univ. of Texas at Austin^A, IIS Univ. of Tokyo^B; Sho Nakade, Kazuki Kanki, Tomio Petrosky^A,B
2: PT symmetry breaking in an open quantum 2-spin system with Lindblad dynamics; Tokyo Tech; Yuma Nakanishi, Kohei Yamanaka, Tomohiro Sasamoto
3: Coherent-incoherent transition associated with a confinement-deconfinement transition in Liouvillian eigenmodes; Univ. of Tokyo^A, RIKEN CEMS^B, RIKEN iTHEMS^C, Univ. of Tokyo iπ^D; Taiki Haga^A, Masaya Nakagawa^A, Ryusuke Hamazaki^C, Masahito Ueda^A,B,D
4: Confinement-deconfinement transition in Liouvillian eigenmodes: analysis of a many-body system and exact Bethe ansatz solutions; Univ. of Tokyo^A, RIKEN^B, RIKEN CEMS^C, iπ, Univ. of Tokyo^D; Masaya Nakagawa^A, Taiki Haga^A, Ryusuke Hamazaki^B, Masahito Ueda^A,C,D
5: Rigorous bounds on the heating rate in quantum many-body systems under Thue-Morse quasi-periodic driving and its randomized variants; Riken CEMS, Imperial Col. London^A, Tech. Univ. München^B, Max-Planck Inst.^C; Takashi Mori, Hongzheng Zhao^A, Florian Mintert^A, Johannes Knolle^B,A, Roderich Moessner^C
6: Liouvillianity breaking in dissipative Floquet interacting systems; Kyoto University, University of California Berkeley^A; Kaoru Mizuta, Kazuaki Takasan^A, and Norio Kawakami

7: Embedding of the Yang-Lee Quantum Criticality in Open Quantum Systems; Dept. of Phys., Univ. of Tokyo^A, iπ, Univ. of Tokyo^B, RIKEN CEMS^C; Norifumi Matsumoto^A, Masaya Nakagawa^A, Masahito Ueda^A,B,C
8: Linear susceptibilities of generalized equilibrium states and thermalization; KIS, Univ. Tokyo, Dept. Basic Science, Univ. Tokyo; Yuuya Chiba, Akira Shimizu
9: Non-equilibrium thermodynamic entropy of a quantum model for connected harmonic oscillators; UTokyo^A, AIST^B; Takkaki Aoki^A,B, Hideaki Hakoshima^B, Yuichiro Matsuzaki^B
10: The second law of thermodynamics in an isolated quantum system from the concavity of an energy function; Saitama Medical University, GS & CST Nihon University; Sei Suzuki, Chigak Itoi
11: Power-Efficiency Bound of Quantum Dot Heat Engine in the Nonlinear Regime; UT Eng.; Takuya Kamijima, Shun Otsubo, Yuto Ashida, Takahiro Sagawa
12: Quantum heat engine with super-absorption; Univ. of Tsukuba, AIST; Shunsuke Kamimura, Hideaki Hakoshima, Yuichiro Matsuzaki, Kyo Yoshida, Yasuhiro Tokura
13: Quantum speed limit for general open quantum systems; Gakushuin Univ., Keio Univ.^A; Naoto Shiraishi, Keiji Saito^A

1: Microtubules as a quantum nerves considered from the anesthetic effect; Dept. of Appl. Phys., Hokkaido Univ.^A, NIMS^B, RIES, Hokkaido Univ.^C; Yutaro Teranishi^A, Keiji Nakatsugawa^A,B, Yukinori Nishigami^C, Toshiyuki Nakagaki^C, Koichi Ichimura^A, Akiya Sean Ebana^A, Satoshi Tanda^A
2: Minority Control of Collective Cell Rotation; Grad. Sch. Sci. Osaka Univ., Grad. Sch. Sci. Kyushu Univ.^A, Grad. Sch. Art Sci. Univ. Tokyo^B, Faculty Life Env. Sci.^C; K. Matsushita, S. Yabunaka^A, H. Hashimura^B, H. Kuwayama^C, K. Fujimoto
3: In-vivo cell flow visualisation using deep learning and other means; Akita Pref. U.; Yukitaka Ishimoto
4: Scale invariance of bacterial size fluctuations during starvation; Dept. of Phys. Univ. Tokyo^A, Dept. of Basic Sci. Univ. Tokyo^B, Dept. of Phys. Tokyo Tech.^C; Takuro Shimaya^A, Reiko Okura^B, Yuichi Wakamoto^B, Kazumasa A. Takeuchi^A,C
5: Shaping dynamics of nuclei of migrating cells on micro-elastically patterned hydrogels; IMCE, Kyushu Univ.; Hiroyuki Ebata, Thasaneeya Kuboki, Satoru Kidoaki

6: Monitoring Cytoplasmic Viscosity in Damaged Cells; Dept. of Phys. The Univ. of Tokyo; Hideaki Ota, Hideo Higuchi
7: Microscopic base of the glassy nature of cytoplasm; QST; Hiroshi Murakami
8: Dynamical-systems theory of reprogramming; Department of Basic Science, Graduate School of Arts and Sciences, University of Tokyo; Yuuki Matsushita, Tetsuhiro S. Hatakeyama, Kunihiko Kaneko
^●9: Long-range correlation in protein dynamics: Confirmation by structural data and normal mode analysis; Grad School of Arts and Sci, Univ. of Tokyo; Qian-Yuan Tang, Kunihiko Kaneko
10: Characteristic analysis of entangled gene regulatory networks with cooperative expression; Meiji University, Univ. of Tokyo; Masayo Inoue, Kunihiko Kaneko
11: Inferring fitness landscapes using dynamical multi-stress resistance data from laboratory evolution; The University of Tokyo, RIKEN BDR^A; Junichiro Iwasawa, Tomoya Maeda, Chikara Furusawa

1: Introduction of 14th Young Scientist Award, and Student Presentation Award 2020 (Division 11); Tokyo Tech., IIR; Misako Takayasu
2: Establishment of quantum simulation theory based on discrete-time quantum walk; Keio University, Graduate School of Science and Technology; Yutaka Shikano
3: Acceleration of quantum annealing based on non-stoquastic operator; The National Institute of Advanced Industrial Science and Technology; Yuya Seki
4: Experimental studies on emergent orders and universal laws in collective motion of active matter systems; University of Tokyo, Graduate School of Science; Daiki Nishiguchi
5: Theoretical study on the classification and description of physical states by means of neural networks; University of Tokyo, Graduate School of Science; Nobuyuki Yoshioka

1: A Formulation of Generalized Thouless Pump by Family of Matrix Product States; YITP; Ooyama Shuhei
2: Variation and efficiency of TPQ-MPS; Dept. of Basic Science, Univ. of Tokyo; Atsushi Iwaki, Chisa Hotta
3: Geometric transformation of tensor network states; Graduate School of Informatics, Kyoto University; Kenji Harada
4: Quantum Singular Value Decomposition of Correlation Matrix in One Dimensional Heisenberg Model; Department of Applied Physics Tohoku University; Kohei Ohgane, Tatsuya Kumamoto, Hiroaki Matsueda
5: Entanglement in finite temperature calculation with random product state; Riken; Toshiaki IITAKA
6: Numerical methods to simulate finite-temperature quantum many-body systems with random matrix product states: Improvement of sampling efficiency by entanglement; Dept. of Phys. Kindai Univ.; Shimpei Goto, Ryui Kaneko, Ippei Danshita

7: Accuracy guarantee of quantum annealing with the energy dispersion; AIST; Takashi Imoto, Yuya Seki, Yuichiro Matsuzaki, Shiro Kawabata
8: A comparison between linear response theory and twisted boson theory corresponding to XXZ spin chain; Zagreb University, Faculty of Science, Institute of Physics, Zagreb^A; Yoshiki Fukusumi, Osor S. Barišić^A
9: Exact analysis of nonlinear spin Drude weights in the spin-1/2 XXZ chain; Dept. of Phys., Univ. Tokyo, Dept. of Phys., UC Berkeley; Yuhi Tanikawa, Kazuaki Takasan, Hosho Katsura
10: Exact analysis of diffusive transport of spin-1/2 XXZ chain using Generalized Hydrodynamics (GHD); Tokyo Univ. Sci.; Shinya Ae, Kazumitsu Sakai
11: New Geometric Method for Solvability of Lattice Spin Systems; YITP, Nagoya Univ.; Masahiro Ogura, Yukihisa Imamura, Naruhiko Kameyama, Kazuhiko Minami, Masatoshi Sato.
12: Truncated Wigner approximation for compact groups, U(1) , SU(2) II; Kindai Univ.^A, Matsuri Sci. Academy^B; Kou Kumoda^A, Kenichi Kasamatsu^A, Tetsuo Matsui^A,B
13: Quantum many-body scar state from flat band; Univ. of Tsukuba; Yoshihito Kuno, Tomonari Mizoguchi, Yasuhiro Hatsugai
14: Majorana reflection positivity in the attractive SU(N) Hubbard model; Dept. Phys., Univ. Tokyo; Hironobu Yoshida, Hosho Katsura

1: Entropy production and flux in stochastic and chaotic Loewner evolutions; Grad. Sch. of Integ. Bas. Sci. Nihon Univ.; Yusuke Shibasaki, Minoru Saito
2: Reconsideration of Nonequilibrium Statistical Mechanics based on Information Geometry -- Geometry based on multi-scaled divergences –-; Dept. Math. Sci. Ibaraki University; S.Takezawa, T.Nakamura, and H.H.Hasegawa
3: Reconsideration of Nonequilibrium Statistical Mechanics based on Information Geometry -- Geometry based on scaled dimensional α-divergences --; Dept. Math. Sci. Ibaraki University; Tomomi Nakamura, Syutaro Takezawa and Hiroshi Hasegawa
4: Does the second law of thermodynamics determine equilibrium distribution?; Kyoto Univ., Univ. of Tsukuba; Shin-ichi Sasa, Ken Hiura, Kiyoshi Kanazawa
^●5: Continuous time reversal and equality in the thermodynamic uncertainty relation; Dept. of Phys. I, Grad. Sch. of Sci., Kyoto Univ.; Andreas Dechant, Shin-ichi Sasa
^●6: Thermodynamic Uncertainty Relations for Arbitrary Initial States; Dept. of Phys., Univ. of Tokyo^A, RIKEN CEMS^B, i\pi, Univ. of Tokyo^C; Kangqiao Liu^A, Zongping Gong^A, Masahito Ueda^A,B,C

7: Analysis on excess entropy productions via improved adiabatic approximation; NIT, Anan College; Akihiko Sonoda
8: Global thermodynamics governed by a non-additive entropy; Ibaraki Univ., Kyoto Univ.^A; Naoko Nakagawa, Shin-ichi Sasa^A
9: Analysis of heat conducting systems with a interface of the 1st ordered transition with the Hamilton-Potts model; Kochitech, Ibaraki Univ.^A, Kyoto Univ.^B; Michikazu Kobayashi, Naoko Nakagawa^A, Shin-ichi Sasa^B
10: Relaxation times and trade-off relation between power and efficiency in the Brownian Carnot cycle; Division of Physics Hokkaido Univ., Graduate School of Frontier Sciences, The Univ. of Tokyo^A; Kosuke Miura, Yuki Izumida^A, Koji Okuda
11: Formulation of multi-player optimal transport and interpretation by information theory and thermodynamics; School of Science, Univ. of Tokyo, JST PRESTO^A; Yuma Fujimoto, Sosuke Ito^A
12: Speed limit for chemical reaction networks; The Univ. of Tokyo^A, JST PRESTO^B; Kohei Yoshimura^A, Sosuke Ito^A,B
13: A game-theoretic characterization of equilibrium states; Dept. of Phys. Kyoto Univ.; Ken Hiura

1: Discrete Geometric Analysis for Materials Research; Tohoku University, Math. Inst.; Motoko Kotani
2: Higher order topological material and Superstring theory; Osaka Univ., Dept. Phys.; Koji Hashimoto
3: Finite dimensional approximations in geometry and index theorem; Univ. of Tokyo, Graduate School of Mathematical Sciences; Mikio Furuta
4: Polycontinuous structure and 3-dimensional topology; Saitama Univ., Dept. Math.; Koya Shimokawa
5: High-Throughput Prediction of the Elastic Property of Thermoplastic Elastomers by Combining Coarse-Grained Simulation and Deep Learning; AIST, CD-FMat; Takeshi Aoyagi

6: A discrete surface theory and its applications to material sciences; Nagoya Univ. Grad. School Math.; Hisashi Naito
7: Fabrication of ceramic nano-composite films using minimal surfaces; Nagoya Univ., Dept. Mater. Process Eng.; Seiichi Takami
8: Network Analysis of Polymer Materials; Rikkyo Univ., Grad. Sch. of AI; Takaaki Ohnishi
9: Deep Learning as a Topology Tool; Nagoya Univ., iMI; Akihisa Ichiki

1: Projective symmetry group analysis of inelastic light scattering in Kitaev spin liquids; Shoji Yamamoto
2: Spin excitations of the spin-1/2 quasi-one-dimensional Ising-like antiferromagnet BaCo₂V₂O₈ in transverse magnetic fields; AHMF, Grad. Sch. Sci., Osaka Univ., ASRC, JAEA^A, IMR, Tohoku Univ.^B, Low Temp. Center, Osaka Univ.^C, ISSP, Univ. Tokyo^D; M. Hagiwara, A. Okutani, H. Onishi^A, S. Kimura^B, T. Takeuchi^C, T. Kida, M. Mori^A, A. Miyake^D, M. Tokunaga^D, and K. Kindo^D
3: DMRG study of magnetic excitations of quasi-one-dimensional Ising-like antiferromagnet BaCo₂V₂O₈ in transverse magnetic fields; ASRC, JAEA, AHMF, Grad. Sch. of Sci., Osaka Univ.^A, IMR, Tohoku Univ.^B; H. Onishi, M. Mori, A. Okutani^A, S. Kimura^B, M. Hagiwara^A
4: Ground-state phase diagram and low-temperature properties of the random-bond J₁-J₂ spin chain; Osaka Univ.^A, Gunma Univ.^B, Toyota Phys. Chem. Res. Inst.^C; Kazuki Uematsu^A, Toshiya Hikihara^B, and Hikaru Kawamura^A,C
5: Frustrated random-singlet state in the random-bond J₁-J₂ spin chain; Gunma Univ., Osaka Univ.^A, Toyota Phys. Chem. Res. Inst.^B; Toshiya Hikihara, Kazuki Uematsu^A, and Hikaru Kawamura^A,B
6: Quantum spin state in one-dimensional quantum spin system Cd2Cu2(PO4)2SO4・5H2O; Tokyo University of Science, Univ. of Toyama^A, KEK^B; M. Fujihala, S. Mitsuda, T. Kuwai^A, H. Okabe^B, A. Koda^B

7: Magnetic phase diagram and quantum critical point in spin-1/2 zigzag-chain antiferromagnet CaCoV₂O₇; Max Planck Institute for Solid State Research; Arvind K Yogi, ^○Masahiko Isobe
8: Emergent One-dimensional magnetism in the S=1/2 two-dimensional maple-leaf-lattice antiferromagnet Bluebellite; Department of Applied Physics and Chemical Engineering, Tokyo University of Agriculture and Technology, ISSP, University of Tokyo^A; Yuya Haraguchi, Zenji Hiroi^A
9: Quantum magnetism of s=1/2 Heisenberg model on a maple leaf lattice; Dept. Basic Science, Univ. of Tokyo; Ryo Makuta, Chisa Hotta
10: Magnetic Properties of Spin-1/2 Square-Lattice Heisenberg Antiferromagnet SrLaCuMO₆ (M = Sb, Nb); Dept.of Phys., Tokyo Tech, KEK-IMSS^A, TAC-MI, Tokyo Tech^B; Masari Watanabe, Nobuyuki Kurita, Masato Hagihala^A, You-ichiro Matsushita^B, Hidekazu Tanaka
11: Quantum magnetism of pseudospin 1/2 honeycomb lattice YbCl₃ determined by NMR measurement; Dept. of Phys., Univ. of Tokyo^A, Max-Planck Institute for Solid State Research^B; Eria Imada^A, Y. Matsumoto^B, S. Schnierer^B, J. Bruin^B, K. Kitagawa^A and H. Takagi^A,B
12: Phase transition behaviors of the magnon BEC in the interacting dimer system TlCuCl₃ studied by high field ESR; IMR, Tohoku Univ., Tokyo Inst. Tech.^A; N. Watanabe, S. Kimura, S. Awaji, H. Tanaka^A
13: High-frequency ESR measurement in dimer antiferromagnet CoSeO₃･2H₂O IV; Molecular Photoscience Research Center, Kobe Univ.^A, Dept. of Phys., Kobe Univ.^B, Research Facility Center for Science and Technology, Kobe Univ.^C, Dept. of Appl. Phys, Univ. of Fukui^D, JST PREST^E, Research Center for Development of FIR, Univ. of Fukui^F; S. Okubo^A,B, F. Funakoshi^B, K. Takahashi^B, Y. Saito^C, S. Hara^D, T. Sakurai^C, H. Takahashi^A,E, E. Ohmichi^B, H. Ohta^A,B, H. Kikuchi^D, Y. Fujii^F

1: Neuronal network inference for large scale activity data; Ibaraki Univ.; Shun Kimura, Koujin Takeda
2: NTK dynamics of approximate natural gradient descent in infinite-width deep neural networks; AIST, Tokyo Tech; Ryo Karakida, Kazuki Osawa
3: Stationary states of ResNet with noise; Nagoya Univ.; Akihisa Ichiki
4: Restricted Boltzmann machines with neurons and synapses as random variables; Graduate School of Informatics Kyoto Univ.; Masaharu Yamamoto, Jun-nosuke Teramae
5: Statistical-mechanical study of deep Boltzmann machine given weight parameters after training by singular value decomposition; Univ. of Tokyo; Yuma Ichikawa, Koji Hukushima
6: Short-term Memory Retrieval by 1-bit Compressed Sensing in Neural Networks; Tokyo Tech, RIKEN CBS^A, Kyoto U.^B, U. Tokyo^C; A. Sugisaki, Y. Terada^A, T. Obuchi^B, Y. Kabashima^C

7: Relationship between chaotic property and non-linear task performance of reservoir computing; Grad. Sch. Inform., Kyoto Univ.; Shotaro Takasu, Toshio Aoyagi
8: Recurrent neural networks that utilize their deterministic neuronal variability for probabilistic computation; RIKEN CBS^A, U Tokyo Math. Eng. Info. Phys.^B; Yu Terada, Taro Toyoizumi
9: The relationship between information processing and internal dynamics in short-term memory tasks; Univ. of Tokyo; Kohei Ichikawa, Kunihiko Kaneko
10: Supervised learning of LIF neurons using backward modulation of membrane potential; Grad. Sch. Info., Kyoto Univ.; KotaYamanaka, Jun-nosukeTeramae
11: Learning algorithms and the power-law hidden unit representation of artificial neural networks; Grad. Sch. Info., Kyoto Univ.; Yuya Goto, Tsuyoshi Tatsukawa, Junnosuke Teramae
12: Learnability and generalization ability of neural networks with power-law hidden unit representation; Graduate School of Informatics, Kyoto Univ.; Tsuyoshi Tatsukawa, Jun-nosuke Teramae
13: Supervised motor learning based on spontaneously generated random sequences; Graduate School of Informatics, Kyoto Univ.; Aozora Okada, Jun-nosuke Teramae

1: Quantum ergodicity in the many body localization problem: the SYK model as an example; CBPF^A, Dept. of Phys., Kyoto Univ.^B, Universität zu Köln^C, Princeton University^D; Tobias Micklitz^A, Felipe Monteiro^A, ^○Masaki Tezuka^B, Alexander Altland^C, David Huse^D
2: Semiclassical theory of quantum tunneling in non-integrable systems and complex stable manifolds III; Department of Physics, Tokyo Metropolitan University; Ryonosuke Koda, Akira Shudo
3: Wave packet tunneling through oscillating barriers II; Univ. of Fukui; Norifumi YAMADA
4: quark gluon cluster -- statistical mechanical formulation; Physics Dept., Saitama Medical University; Keiichi Akama

5: Control of quantum energy transport with environmental noise; Univ. of Yamanashi, NII; Yoshiaki Tanoguchi, Kazunari Hashimoto^A, Chikako Uciyama^A,B
6: Complex spectral analysis of quantum synchronization between double spin domains via a common bath; Univ. of Yamanashi.^A, NII^B; M. Kato, K. Hashimoto^A, C. Uchiyama^A,B
7: Effect of exceptional point on non-adiabatic electron pumping; Univ. of Yamanashi; Kazunari Hashimoto
8: Exceptional points and non-Markovian dynamics; Osaka Prefecture University; Takafumi Sawada, Kenichi Noba, Savannah Garmon
9: Variation of the Exceptional Manifold of One-dimensional Molecular Chain with the Spin-Orbit Coupling in terms of an External Local Magnetic Field; Department of Physical Sciences, Osaka Prefecture University^A, Department of Physics and Astronomy, Butler University^B; Yujin Dunham^A, Gonzalo Ordonez^B, Savannah Garmon^A, Kazuki Kanki^A, Satoshi Tanaka^A

1: Deviations of SWKB quantization condition for conditionally exactly solvable systems; TUS; Yuta Nasuda, Nobuyuki Sawado
2: Role of the Hilbert transform in the Polya-Hilbert conjecture; Hiroshima City Univ.; S. Kuwata, Y. Sakurai
3: Relation between Gap Solitons and Solitons in the Nonliner Schrödinger Equation; Ochanomizu Univ., QCC Keio Univ.^A, RIKEN^B; Kayo Kinjo, Eriko Kaminishi^A, Takashi Mori^B, Jun Sato, Tetsuo Deguchi
4: Analytic solutions of singular vortex lattice on hyperbolic plane; Kitasato Univ.; Miyamoto Kaoru, Oishi Nao, Nakamula Atsushi
5: A Theoretical Confirmation of Nonlinear Fluctuating Hydrodynamics for a Two-Species Asymmetric Exclusion Process; The University of Melbourne, Tokyo Institute of Technology^A; Zeying Chen, Jan de Gier, Iori Hiki^A, Tomohiro Sasamoto^A, ^○Masato Usui^A
6: Free energy of square lattice 3 state Clock model; Dept. of Engineering Sciences, Univ. of Electro-Communications; Noriyuki Suzuki

7: Reducible Verma modules over Jacobi algebra; Osaka Pref. Univ., Bulgarian Acad. Sci.^A; N. Aizawa, S. Doi, V.K.Dobrev^A
8: Self-adaptive moving mesh schemes for general boundary conditions and numerical computations; Waseda Univ., Kobe Univ.^A; Ken-ichi Maruno, Yasuhiro Ohta
9: Δ-continuity of Bethe eigenstates in the S=1/2 XXZ chain; Kanagawa Univ.; Tetsuhiko Chikyu
10: Self-consistent soliton dynamics of Fermi superfluids and the Davey-Stewartson solution cross-section; Chuo University; Daisuke Takahashi
11: Three Expressions for Meniscus at Flat Wall; Office TS; Toru Shimizu

1: Diffusion and phase transitions of biomacromolecules inside cell-sized droplets; Grad. Sch. Arts Sci., Univ. Tokyo; Miho Yanagisawa

1: introduction; RCNP, Osaka Univ./Osaka City Univ./NITEP; Kazuyuki Ogata
2: description of transition from the pre-equilibrium stage to a compound nucleus in terms of the multi-step reactions; LANL; Toshihiko Kawano
3: Quantum dynamics in open quantum system by quantum walk; KQCC / JST PRETO / IQS, Chapman Univ.; Yutaka Shikano
4: Quantum multi-step process studied with neutron optics; RCNP, Osaka Univ.; Tatsushi Shima

5: Decoherence and quantum dissipation of quarkonium in relativistic heavy-ion collisions; Osaka Univ.; Yukinao Akamatsu
6: Effects of energy dissipation in fusion reactions around the Coulomb barrier; Tohoku Univ.; Masaaki Tokieda
7: Interplay of quantal and classical aspects in nuclear fission; Tokyo Tech.; Satoshi Chiba

^●1: Multicritical pinch-offs on the Triangular and Kagome lattice.; Okinawa Inst. of Sci. and Tech.^A, Tata Inst. of Fundamental Res., Mumbai, India^B; Geet Rakala^A, Kedar Damle^B
^●2: Analogues of light and gravity in the collective excitations of quantum magnets; OIST^A, Waseda Univ.^B, Rice Univ.^C; Leilee Chojnacki^A, Rico Pohle^B, Han Yan^A,C and Nic Shannon^A
^●3: Projective symmetry group classifications of quantum spin liquids on the simple cubic, body centered cubic, and face centered cubic lattices; Okinawa Inst. of Sci. and Tech.; Jonas Sonnenschein
4: Two-dimensional coherent spectroscopy and photon echo in quantum spin chains; Chinese Academy of Sciences, ISSP UTokyo^A; Zi-Long Li, ^○Masaki Oshikawa^A, Yuan Wan
5: Criticality of quantum phase transition between the helical valence-bond and antiferromagnetic phases; IOP^A, BU^B; Jun Takahashi, Bowen Zhao, Anders W. Sandvik
6: Magnetization Process of Antiferromagnetic Chain with the Bi-Quadratic Interaction; Univ. Hyogo^A, QST SPring-8^B; Toru Sakai^A,B, Madoka Teramura^A, Rintaro Niyama^A, Rito Furuuchi^A
7: symmetry protected topological phase of the S=2 antiferromagnetic chain with the biquadratic interaction; Univ. Hyogo^A, Kobe U^B, Osaka Pref U^C, QST SPring-8^D; Takaharu Yamada^A, Rito Furuuchi^A, Hiroki Nakano^A, Hirono Kaneyasu^A, Kiyomi Okamoto^A, Takashi Tonegawa^B,C, Toru Sakai^A,D

8: Nematic TLL Phase of the S=1/2 Ferromagnetic-Antiferromagnetic Bond-Alternating Chain: Perturbation Theory; Univ. of Hyogo^A, Kobe Univ.^B, Osaka Prefecture Univ.^C, Kyushu Univ.^C, QST/SPring-8^E; Kiyomi Okamoto^A, Takashi Tonegawa^B,C, Kiyohide Nomura^D, Toru Sakai^A,E
9: Nematic TLL Phase of the S=1/2 Ferromagnetic-Antiferromagnetic Bond-Alternating Chain: Numerical Calculations; Kobe Univ.^A, Osaka Prefecture Univ.^B, Univ. of Hyogo^C, Kyushu Univ.^D, QST/SPring-8^E; Takashi Tonegawa^A,B, Kiyomi Okamoto^C, Kiyohide Nomura^D, Toru Sakai^C,E
10: spin nematic phase of the anisotropic bond-alternating chain; Univ. Hyogo^A, Kobe U^B, Osaka Pref U^C, QST SPring-8^D; Ryosuke Nakanishi^A, Rito Furuuchi^A, Yasumasa Hasegawa^A, Hiroki Nakano^A, Hirono Kaneyasu^A, Kiyomi Okamoto^A, Takashi Tonegawa^B,C, Toru Sakai^A,D
11: Description of spin nematic phases by dimer basis and two-magnon bound states; Dept. of Basic Science, Univ. of Tokyo, YITP, Kyoto Univ.^A; Katsuhiro Tanaka, Keisuke Totsuka^A, Chisa Hotta
12: Generating Function for Tensor Network Diagrammatic Summation; Institute for Solid State Physics, University of Tokyo, University of Maryland^A, Max-Planck-Institute for Quantum Optics^B; Wei-Lin Tu, Huan-Kuang Wu^A, Norbert Schuch^B, Naoki Kawashima, Ji-Yao Chen^B
13: Quantum spin solver near saturation: QS³; Osaka Univ., PRESTO^A, RIKEN^B, OIST^C; Hiroshi Ueda^A, Seiji Yunoki^B, Tokuro Shimokawa^C
14: Application of the generalized squeezed ensemble; KIS, Univ. Tokyo, Dept. Basic Science, Univ. Tokyo; Yasushi Yoneta, Akira Shimizu

1: Acceleration of mass transport simulation in solids by evolutionary algorithms; Grad. Sch. Eng. Sci.; Koichi Kusakabe
2: An assessment of the accuracy of machine-learning forces for SiO2 and Si/Ge binary systems; C-AIR^A, NIMS^B; Jianbo Lin^A,B, Ryo Tamura^B, Yasunori Futamura^A, Tsuyoshi Miyazaki^B, and Tetsuya Sakurai^A
3: Thermodynamical analysis of Li-intercalated graphite from first-principles; ISSP, Kyoto Univ.^A, NIMS^B, AIST^C; Jun Haruyama, Shigeharu Takagi^A, Keiji Shimoda^A, Iwao Watanabe^A, Keitaro Sodeyama^B, Tamio Ikeshoji^C, Minoru Otani^C
4: Attempt to evaluate orbital momentum density using first-principles calculation; Graduate School of Natural Science and Technology, Kanazawa University^A, Institute of Science and Engineering, Kanazawa University^B; Ko Hyodo^A, Masao Obata^A,B, and Tatsuki Oda^A,B
5: Muffin-tin based Localized Orbital method for constructing low-energy models from first-principles; Tottori Univ., AMES Tottori, CSRN-Osaka; Hirofumi Sakakibara and Takao Kotani
6: Density functional theory for superconductors based on the adiabatic connection formula; Dept. of Phys. The Univ. of Tokyo; Yuma Hizume, Ryosuke Akashi

7: Current-density functional theory for superconductors immersed in a magnetic field (IV); Hiroshima Univ., Shinshu Univ.^A; K. Higuchi, N. Matsumoto, Y. Kamijo^A, and M. Higuchi^A
8: Functional-renormalization-group construction of correlation part of energy density functional for electron systems in local density approximation; RIKEN iTHEMS^A, ISSP, U. Tokyo^B, Dept. of Phys., U. Tokyo^C, RIKEN Nishina Center^D; Takeru Yokota^A,B, Tomoya Naito^C,D
9: Study of optimal meanfield calculation for GW approximation calculation; Dept. of Phys., College of Science, Tamkang Univ., Research Center for X-ray Science, College of Science, Tamkang Univ.^A; Jun Inagaki, Hung-Chung Hsueh^A
^●10: Avoiding the curse of dimensionality in solving diagrammatic equations at the two-particle level; Saitama Univ., TU-Wien^A; Hiroshi Shinaoka, Markus, Wallerberger^A, Anna Kauch^A
11: The study on the relationship between quasi-particle theory and the density functional theory.; Yokohama Nat. Univ., Dept. of Phys.; Takeru Nakashima, Ohno Kaoru
12: Recent progress in a quantum Monte Carlo package “TurboRVB”: application to phonon dispersion calculation.; JAIST^A, SISSA^B, IMPMC^C; Kousuke Nakano^A,B, Tommaso Morresi^C, Michele Casula^C, Ryo Maezono^A, and Sandro Sorella^B

1: Anomaly detection in materials by a convolution of nonlinear phonetic wave and its time reversed wave using deep neural network techniques; Faculty of Sci. & Engr. Teikyo University; Sadataka Furui
2: A study of phase transitions using self-learning hybrid Monte Carlo methods for classical particles systems; Univ. of Tokyo; Matsubara Kazuki, Hukushima Koji
3: An effective construction scheme of artificial neural network based interatomic potentials for computing thermal conductivity II; Dept. of Phys., Kumamoto Univ.; K. Shimamura, Y. Takeshita, S. Fukushima, A. Koura, and F. Shimojo
4: Diagnosis of the Invasion Depth of Gastric Cancer by Deep Neural Networks; Okayama Univ.; Toshiaki Aida, Yoshiro Kawahara, Kenta Hamada and Hiroyuki Okada
5: Likelihood variation-based contact prediction for protein sequences; Sorbonne University. and ENS Paris; Kai Shimagaki, Martin Weigt, Francesco Zamponi
6: Statistical-mechanical study of immune T-B cell networks 2; The University of Tokyo; Satomi Ito, Koji Hukushima

7: Dynamics of Environmental Prediction Model For Human Sensitivity; NITGC, NITAC^A, NUT^B; Yohei Saika, Yuichi Nakamura^A, Tomoyasu Ichimura, Masahiro Nakagawa^B
8: Inference of time evolution equations from time series by using machine learning-Time evolution equations of order parameter for Kuramoto model, Brusselator and Lorenz model-; Nara Women's Univ., No affiliation^A; Yuki Watanabe, Tatsuya Uezu^A
9: Estimation of graph spectra via random-directed resampling; Faculty of Science, The University of Tokyo, AIST^A; Masaki Ochi, Tatsuro Kawamoto^A
10: Automatic tuning of prior parameter in sparse matrix factorization algorithm; Graduate School of Sci. and Eng., Ibaraki Univ.; Ryota Kawasumi, Koujin Takeda
11: Relationship between Schreiber's transfer entropy and Liang–Kleeman information flow from the perspective of stochastic thermodynamics; Osaka Kyoiku University; Hirohito Kiwata

1: Estimation of interaction function of phase dynamics by Gaussian process; Graduate School of Informatics Kyoto Univ.; Daigo Fujiwara, Toshio Aoyagi
2: Asymptotic phase for quantum synchronization in the strong quantum regime; Tokyo Tech; Kato Yuzuru, Nakao Hiroya
3: Bifurcation analysis of the combustion oscillation using hydrodynamic simulation; Grad. Sch. of Sci. and Eng., Chiba Univ., Grad. Sch. of Sci., Chiba Univ.^A; Yuki Araya, Hiroaki ito^A, Hiroyuki Kitahata^A
4: Estimation of Coupling Strength from oscillation data using Hilbert Transform; Info. Sci. and Tech., Univ. of Tokyo^A, Front. Sci., Univ. of Tokyo^B; Akari Matsuki^A, Ryota Kobayashi^B, Hiroshi Kori^B
5: Topological synchronization of coupled nonlinear oscillators; Grad. School of Engineering, Univ. Tokyo, Grad. School of Science, Univ. Tokyo^A; Kazuki Sone, Yuto Ashida^A, Takahiro Sagawa
6: Aging transition in coupled-oscillator systems with frequency difference between active and inactive elements; Dept. of Science, Kagoshima Univ.; Shintaro Kamikawa, Hiroki Hata, ^○Shigefumi Hata

7: Bayesian estimation of coupling functions with trial-to-trial variability; Hirosaki Univ., Waseda Univ.^A; Wataru Kurebayashi, Akito Miura^A
8: Synchronization in coupled density oscillators: effect of system symmetry; Graduate School of Science and Engineering, Chiba Univ., Graduate School of Science, Chiba Univ.^A; Nana Takeda, Hiroaki Ito^A, Hiroyuki Kitahata^A
9: Finding dense networks that do not synchronize; Graduate School of Kyoto University; Ryosuke Yoneda, Tsuyoshi Tatsukawa
10: Synchronization analysis of coupled oscillator in complex networks;Relationships between characteristics of network graph and synchronization; Graduate School of Humanities and Sciences, Division of Natural Sciences; Mayumi Yamazaki, Mikito Toda
11: Inference approach to extract interactions between rhythmic dynamical systems with a large number of degrees of freedom; Kyoto Univ., JAMSTEC^A; Arai Takahiro, Yoji Kawamura^A, Toshio Aoyagi
12: Effect of three-body interaction on globally coupled phase oscillators subjected to noise; Grad. Sch. I.S.T, The University of Tokyo, GSFS, The University of Tokyo; Yuichiro Marui, Hiroshi Kori

1: Optical leverage in Laser particle tracking; Grad. Sch. of Sci. Kyushu Univ.; Shono Inokuchi, Daisuke Mizuno
2: Liquid-liquid phase separation in cell-free gene expression driven by non-equilibrium interface; Dept. of Physics, Kyushu Univ.; Shuzo Kato, Yusuke T. Maeda
3: Kinetic Control of DNA Hybridization Error; Tohoku Univ.; Hiroyuki Aoyanagi, Shinji Ono, Shoichi Toyabe
4: Experimental validation of thermodynamic speed limit in living cells based on information geometry; UTokyo^A, NIBB^B, PRESTO^C; Keita Ashida^A, Kazuhiro Aoki^B, Sosuke Ito^A,C
5: The biological significance of the amplitude-period relationship in circadian clocks; Univ. of Tokyo, Dept. of Basic Sci.; Tetsuhiro S. Hatakeyama, Hiroshi Ito, Irina Mihalcescu
6: Phase separated droplet of nucleic acid polymer and peptides under temperature gradients; Kyushu Univ. Dept. Phys.; Mizuho Shirai, Yusuke T. Maeda

7: End-to-end interaction of protein needle and two-dimensional collective ordering; Dept. of Phys., Kyushu Univ., Sch. of Life Sci. and Tech., Tokyo Tech^A; Tatsuya Fukuyama, Kosuke Kikuchi^A, Takafumi Ueno^A, Yusuke T. Maeda
8: Study on nearly planetary motion in rotary ratchet models driven by nonlinear forces; Grad. Schl. of Informatics, Kyoto Univ.; TUTU Hiroki
9: Model Analysis of Workload Compensation in Ant Colonies; MIMS, Meiji Univ.; Hiraku Nishimori, Masashi Shiraishi, Osamu Yamanaka
10: Microeconomics of sub-optimal metabolism; Grad. Sch. of Arts and Sci., Univ. of Tokyo; Jumpei F Yamagishi, Tetsuhiro S Hatakeyama
11: Analysis of the task allocation mechanism using Response Threshold model based on local information sharing; Meiji Institute for Advanced Study of Mathematical Sciences, Meiji University; Masashi Shiraishi, Osamu Yamanaka, Hiraku Nishimori

Program

Division 11