Masataka KUWAMURA

Curriculum vitae:

Education:
1984-1988 Hiroshima University, Hiroshima
Received Bachelor of Sciences(Mathematics)
1988-1994 Hiroshima Universiry, Hiroshima
Received Doctor of Sciences(Mathematics, Supervisor: Professor Masayasu Mimura)
Employment:
Apr.1994-Mar.1995: National College of Hiroshima Maritime Technology, Lecturer
Apr.1995-Sep.2002: Faculty of Systems Engnieering, Wakayama University, Lecturer
Oct.2002-Jan.2013: Faculty of Human Development, Kobe University, Associated Professor
Feb.2013-present: Faculty of Human Development, Kobe University, Professor

Publications:

1 M. Kuwamura, S.-I. Ei and M. Mimura,
Very slow dynamics for some reaction-diffusion system with activator-inhibitor type,
Japan Journal of Industrial and Applied Mathematics, vol.9, pp.35-77 (1992)

2 M. Kuwamura,
Phase dynamics method with applications to the Swift-Hohenberg equation,
Journal of Dynamics and Differential Equations, vol.6, pp.185-225 (1994)

3 M. Kuwamura,
The stability of roll solutions of the two-dimensional Swift-Hohenberg equation and the phase-diffusion equaition,
SIAM Journal on Mathematical Analysis, vol.27, pp.1311-1335 (1996)

4 M. Kuwamura,
A perspective of renormalization group approaches,
Japan Journal of Industrial and Applied Mathematics, vol.18, pp.739-768 (2001)

5 M. Kuwamura and E. Yanagida,
The Eckhaus and zigzag instability criteria in gradient/skew-gradient dissipative systems,
Physica D, vol.175, pp.185-195 (2003)

6 M. Kuwamura,
On the Turing patterns in one-dimensional gradient/skew-gradient dissipative systems,
SIAM Journal on Applied Mathematics vol.65, pp.618-643 (2005)

7 S.-I. Ei, M. Kuwamura and Y. Morita,
A variational approach to singular perturbation problems in reaction-diffusion systems,
Physica D, vol.207, pp.171-219 (2005)

8 M. Kuwamura and E. Yanagida,
Krein's formula for indefinite multipliers in linear periodic Hamiltonian systems,
Journal of Differential Equations, vol.230, pp.446-464 (2006)

9 M. Kuwamura,
The Hamiltonian formalism in reaction-diffusion systems,
Advanced Studies in Pure Mathematics, vol.47, pp.635-646 (2007)

10 M. Kuwamura,
Deviation from the predicted wavenumber in a mode selection problem for the Turing patterns,
Japan Journal of Industrial and Applied Mathematics, vol.25, pp.281-303 (2008)

11 M. Kuwamura, T. Nakazawa and T. Ogawa,
A minimum model of prey-predator system with dormancy of predators and the paradox of enrichment,
Journal of Mathematical Biology, vol.58, pp.459-479 (2009)

12 M. Kuwamura and H. Chiba,
Mixed-mode oscillations and chaos in a prey-predator system with dormancy of predators,
Chaos, vol.19, 043121 (2009)

13 M. Kuwamura, K. Maeda and T. Adachi-Yamada,
Mathematical modelling and experiments for the proliferation and differentiation of Drosophila intestinal stem cells I,
Journal of Biological Dynamics, vol.4, pp.248-257 (2010)

14 T. Nakazawa, M. Kuwamura and N. Yamamura,
Implications of resting eggs of zooplankton for the paradox of enrichment,
Population Ecology, vol.53, pp.341-350 (2011)

15 M. Kuwamura and T. Nakazawa,
Dormancy of predators dependent on the rate of variation in prey density,
SIAM Journal on Applied Mathematics, vol.71, pp.169-179 (2011)

16 M. Kuwamura, K. Maeda and T. Adachi-Yamada,
Mathematical modelling and experiments for the proliferation and differentiation of Drosophila intestinal stem cells II,
Journal of Biological Dynamics, vol.6, pp.267-276 (2012)

17 M. Kuwamura,
Stability of coexisting equilibrium of prey-predator systems with dormancy of predators,
Funkcialaj Ekvacioj, vol.57, pp.339-350 (2014)

18 M. Kuwamura,
Turing instabilities in prey-predator systems with dormancy of predators,
Journal of Mathematical Biology, vol.71, pp.125-149 (2015)

19 M. Kuwamura and Y. Morita,
Perturbations and dynamics of reaction-diffusion systems with mass conservation,
Physical Review E, vol.92, 012908 (2015)

20 M. Kuwamura and H. Izuhara,
Diffusion-driven destabilization of spatially homogeneous limit cycles in reaction-diffusion systems,
Chaos, vol.27, 033112 (2017)

21 M. Kuwamura, S.-S. Lee, S.-I. Ei,
Dynamics of localized unimodal patterns in reaction-diffusion systems for cell polarization by extracellular signaling,
SIAM Journal on Applied Mathematics, vol.78, pp.3238-3257 (2018)

22 M. Kuwamura, H. Izuhara, S.-I. Ei,
Oscillations and bifurcation structure of reaction-diffusion model for cell polarity formation,
Journal of Mathematical Biology, vol.84, published online (2022)

23 M. Kuwamura, T. Teramoto, H. Ikeda,
Single transition layer in mass-conserving reaction-diffusion systems with bistable nonlinearity,
submitted (2023), arXiv:2305.00227