Zha Zhong-wei
Abstract
The initial-boundary value problem under the nonlinear boundary condition for a kind of nonlinear evolution equations is discussed. To apply the maximum value theory and convex method of parabolic equation,it is proved that the blowing up of solution in the definite time under some assumed conditions.
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The initial-boundary value problem under the nonlinear boundary condition for a kind of nonlinear evolution equations is discussed. To apply the maximum value theory and convex method of parabolic equation,it is proved that the blowing up of solution in the definite time under some assumed conditions.
Key concepts: Mathematics, Nonlinear system, Boundary value problem, Mathematical analysis, Regular polygon, Mixed boundary condition, Initial value problem, Blowing up