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Existence of solutions for nonlinear mixed type integro-differential functional evolution equations with nonlocal conditions

机译:具有非局部条件的非线性混合型积分-微分功能演化方程解的存在性

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摘要

Using the Mönch fixed point theorem, this article proves the existence of mild solutions for nonlinear mixed type integro-differential functional evolution equations with nonlocal conditions in Banach spaces. Some restricted conditions on a priori estimation and measure of noncompactness estimation have been deleted, and compactness conditions of evolution operators or compactness conditions on a nonlinear term f ( t , X r , X r , X r ) have been weakened. Our results extend and improve many known results. MSC:34G20, 34K30.
机译:利用Mönch不动点定理,证明了在Banach空间中具有非局部条件的非线性混合型积分-微分功能演化方程的温和解的存在。删除了先验估计和非紧致性估计的一些限制条件,削弱了演化算子的​​紧致性条件或非线性项f(t,X r,X r,X r)的紧致性条件。我们的结果扩展并改进了许多已知的结果。 MSC:34G20、34K30。

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