3 papers
math.CA2019
Remarks on positive solutions to nonlinear problems and numerical methods
Y. Adachi, Novrianti, O. Sawada
The existence of positive solutions to the system of ordinary differential equations related to the Belousov-Zhabotinsky reaction is established. The key idea is to use successive…
math.AP2019
Positive solutions to the reaction diffusion equations for prey-predator models with dormancy of predators
Novrianti, O. Sawada, N. Tsuge
The time-global unique solvability on the reaction diffusion equations for prey-predator models with density-dependent inhibitor and dormancy on predators is established. The cruci…
math.AP2019
A well-posedness for the reaction diffusion equations of Belousov-Zhabotinsky reaction
S. Kondo, Novrianti, O. Sawada +1
The time-global existence of unique smooth positive solutions to the reaction diffusion equations of the Keener-Tyson model for the Belousov-Zhabotinsky reaction in the whole space…