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학술저널

NONLINEAR HEAT EQUATIONS WITH TRANSCENDENTAL NONLINEARITY IN BESOV SPACES

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The existence of solutions in Besov spaces for nonlinear heat equations having transcendental nonlinearity: @ @tu ¡ ¢u = F(u) is investigated. In particular, it is proved the local existence and blow-up phenomena of the solutions in Besov spaces for nonlinear heat equations corresponding to two transcendental nonlinear func-tions F(u) ´ jujeu2 and F(u) ´ eu of rapid growth.

1. Introduction

2. Preliminaries and a priori estimates

3. Main theorems

References

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