논문 해외 국제전문학술지(SCI급) Weighted L-infinity stability of positive steady states of a semilinear heat equation in R-n
- 학술지 구분 국제전문학술지(SCI급)
- 게재년월 2010-03
- 저자명 배수현
- 학술지명 DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS
- 발행처명 AMER INST MATHEMATICAL SCIENCES
- 발행국가 해외
- 논문언어 외국어
- 전체저자수 1
홈페이지논문 초록 (Abstract)
This paper deals with the stability of steady states of the semilinear heat equation u(t) = Delta u + K(x)u(p) + f(x) under proper assumption s on K(x) and f(x). We prove the weak asymptotic stability of positive steady states with respect to weighted uniform norms.