aatateishi – ComplexLab

The role of fractional time-derivative operators on anomalous diffusion

A. A. Tateishi, H. V. Ribeiro, E. K. Lenzi, Front. Phys. 5, 52 (2017). PDF | DOI

Anomalous diffusion and transport in heterogeneous systems separated by a membrane

E. K. Lenzi, H. V. Ribeiro, A. A. Tateishi, R. S. Zola, L. R. Evangelista, Proc. R. Soc. A 472, 20160502 (2016). PDF | DOI

Fractional diffusion equations coupled by reaction terms

E.K. Lenzi, R. Menechini Neto, A.A. Tateishi, M.K. Lenzi, H.V. Ribeiro, Physica A 458, 9 (2016). PDF | DOI

Characterization of river flow fluctuations via horizontal visibility graphs

A. C. Braga, L. G. A. Alves, L. S. Costa, A. A. Ribeiro, M. M. A. de Jesus, A. A. Tateishi, H. V. Ribeiro, Physica A 444, 1003 (2016). PDF | DOI

Fractional diffusion equation, boundary conditions and surface effects

E. K. Lenzi, A. A. Tateishi, H. V. Ribeiro, M. K. Lenzi, G. Gonçalves, L. R. da Silva, J. Stat. Mech. P08019 (2014). PDF | DOI

Investigating the interplay between mechanisms of anomalous diffusion via fractional Brownian walks on a comb-like structure

H. V. Ribeiro, A. A. Tateishi, L. G. A. Alves, R. S. Zola, E. K. Lenzi, New Journal of Physics 16, 093050 (2014). PDF | DOI

First passage time for a diffusive process under a geometric constraint

A. A. Tateishi, F. S. Michels, M. A. F. Santos, E. K. Lenzi, H. V. Ribeiro, J. Stat. Mech. P09017 (2013). PDF | DOI

The transformation groupoid structure of the q-Gaussian family

A. A. Tateishi, R. Hanel, S. Thurner, Phys. Let. A 377, 1804 (2013). PDF | DOI

Diffusive process on a backbone structure with drift terms

E. K. Lenzi, L. R. da Silva, A. A. Tateishi, M. K. Lenzi, and H. V. Ribeiro, Phys. Rev. E 87, 012121 (2013). PDF | DOI

Continuous Time Random Walk and different diffusive regimes

H. V. Ribero, R. Rossato, A. A. Tateishi, E. K. Lenzi, R. S. Mendes, Acta Scientiarum. Technology 34, 201 (2012). PDF | DOI

Solutions for a fractional diffusion equation with noninteger dimensions

L. S. Lucena, L. R. da Silva, A. A. Tateishi, M. K. Lenzi, H. V. Ribeiro, E. K. Lenzi, Nonlinear Analysis: Real World Applications 13, 1955 (2012). PDF | DOI

Different diffusive regimes, generalized Langevin and diffusion equations

A. A. Tateishi, E. K. Lenzi, L. R. da Silva, H. V. Ribeiro, S. Picoli Jr., R. S. Mendes, Phys. Rev. E 85, 011147 (2012). PDF | DOI

Exact propagator for a Fokker-Planck equation, ﬁrst passage time distribution, and anomalous diffusion

A.T. Silva, E.K. Lenzi, L.R. Evangelista, M.K. Lenzi, H. V. Ribeiro, and A.A. Tateishi, JOURNAL OF MATHEMATICAL PHYSICS 52, 083301 (2011) PDF | DOI

Solutions for a diffusion equation with a backbone term

A.A. Tateishi,E.K. Lenzi, H.V. Ribeiro, L.R. Evangelista, R.S. Mendes, and L.R. Silva, Journal of Statistical Mechanics: Theory and Experiment, P02022 (2011) PDF | DOI

Universal patterns in sound amplitudes of songs and music genres

R. S. Mendes, H. V. Ribeiro, F. C. M. Freire, A. A. Tateishi, E. K. Lenzi, Phys. Rev. E 83, 017101 (2011). PDF | DOI

Green function for a non-Markovian Fokker-Planck equation: Comb-model and anomalous diffusion

L. R. da Silva, A. A. Tateishi, M. K. Lenzi, E. K. Lenzi, P. C. da Silva, Brazilian Journal of Physics 39, 483 (2009). PDF | DOI