A necessary condition for diffusion-driven instability of n-species (n≥ ) of a reaction-diffusion system is concluded by analyzing the zeroth order term of eigenpolynomial of linearized matrix.
A necessary condition for diffusion-driven instability of n-species (n≥ ) of a reaction-diffusion system is concluded by analyzing the zeroth order term of eigenpolynomial of linearized matrix.
讨论了含有n(n≥ )个物种的反应扩散系统的扩散驱动不稳定性,通过分析其线性化矩阵特征多项式的零次项,得到了系统产生扩散驱动不稳定性的一个必要条件.