2012

  • T. Uneyama, T. Akimoto, T. Miyaguchi, "Crossover Time in Relative Fluctuations Characterizes the Longest Relaxation Time of Entangled Polymers", J. Chem. Phys. 137, 114903 (2012)

  • E. Yamamoto,T. Akimoto, H. Shimizu, Y. Hirano, M. Yasui, and K. Yasuoka, "Diffusive Nature of Xenon Anesthetic Changes Properties of a Lipid Bilayer: Molecular Dynamics Simulations", J. Phys. B 116, 8989 (2012)

  • T. Akimoto, "Distributional response to biases in deterministic superdiffusion", Phys. Rev. Lett. 108, 164101 (2012) (selected for a publication in Virtual Journal of Biological Physics Research)



2011


  • T. Kaneko, T. Akimoto, K. Yasuoka, A. Mitsutake, X. Zeng, Size Dependent Phase Changes in Water Clusters, J. Chem. Theory Comput. 7, 3083 (2011) (Top 20 most downloaded articles over the last 12 months)

  • T. Akimoto, E. Yamamoto, K. Yasuoka, Y. Hirano and M. Yasui, Non-Gaussian fluctuations resulting from power-law trapping in a lipid bilayer, Phys. Rev. Lett. 107, 178103 (2011). (selected for a publication in Virtual Journal of Biological Physics Research and see also JST News in Englsih and in Japanese)

  • T. Miyaguchi and T. Akimoto, "Ultraslow Convergence to Ergodicity in Transient Subdiffusion", Phys. Rev. E 83, 062101 (2011). (selected for a publication in Virtual Journal of Biological Physics Research)

  • T. Miyaguchi and T. Akimoto, "Intrinsic Randomness of Transport Coefficient in Subdiffusion with Static Disorder", Phys. Rev. E 83, 031926 (2011). (selected for a publication in Virtual Journal of Biological Physics Research)

2010

  • T. Akimoto and T. Miyaguchi, "Role of infinite invariant measure in deterministic subdiffusion", Phys. Rev. E 82, 030102(R) (2010). (selected for a publication in Virtual Journal of Biological Physics Research)

  • T. Akimoto and Y. Aizawa, "Subexponential instability in one-dimensional maps implies infinite invariant measure", Chaos 20, 033110 (2010). (Top 20 Most Downloaded Articles, September 2010)

  • T. Hasumi, C. Chen, T. Akimoto and Y. Aizawa, "The Weibull–log Weibull transition of interoccurrence time for synthetic and natural earthquakes", Tectonophysics 485, 9 (2010).

  • T. Akimoto, T. Hasumi, and Y. Aizawa, "Characterization of intermittency in renewal processes: Application to earthquakes", Phys. Rev. E 81, 031133 (2010).

2009

  • T. Hasumi, T. Akimoto and Y. Aizawa, "The Weibull - log Weibull distribution for interoccurrence times of earthquakes", Physica A 388, 491 (2009).

  • T. Hasumi, T. Akimoto and Y. Aizawa, "The Weibull - log Weibull transition of the interoccurrence time statistics in the two-dimensional Burridge-Knopoff earthquake model", Physica A 388, 483 (2009).

2008




2007


2006

  • T. Akimoto and Y. Aizawa, "Scaling Exponents of the Slow Relaxation in Non-hyperbolic Chaotic Dynamics", Nonlinear Phenom. Complex Syst. 9, 178 (2006).



2005


2003










最終更新:2012年09月21日 09:42