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논문

Global classical solvability in a food metric chemotaxis system under zero boundary conditions at infinity

등록일자 :

https://doi.org/10.1016/j.na.2022.113083

  • 저자Jaewook Ahn,Sun-Ho Choi,유민하
  • 학술지NONLINEAR ANALYSIS-THEORY METHODS & APPLICATIONS (0362-546X), 224, 113083 ~ -
  • 등재유형SCIE
  • 게재일자 20221130
We consider the nutrient?chemotaxis model, derived by a food metric, on the real line. The model consists of the equation for the nutrient density of ordinary differential equation type and that for the microorganism density of parabolic type, in which the diffusion coefficient is singular at the zero nutrient density.

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