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Positive Solution for P-laplace Problems with Nonlinear Time-fractional Differential Equation

机译:非线性时间分数微分方程的P-LAPLACE问题的正解

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In recent years, fractional differential equations are widely used in the many academic disciplines - viscoelastic mechanics, Fractal theory and so on. Furthermore, fractional differential equations can be used to describe some abnormal phenomenon. For instance, fractional convection-diffusion equation can be used to describe the fluid of abnormal infiltration phenomenon in the medium. In this paper, by means of the Arzela-Ascoli fixed point theorem, we can prove the existence of solution for the time-fractional differential equations. The conclusion is given out in detail.
机译:近年来,分数微分方程广泛应用于许多学科 - 粘弹性机械,分形理论等。此外,分数微分方程可用于描述一些异常现象。例如,分数对流扩散方程可用于描述介质中异常渗透现象的流体。本文通过Arzela-Ascoli定理定理,我们可以证明对时间分数微分方程的解决方案。结论是详细的。

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