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On Weak Solutions of a Functional Differential Equation

机译:在功能微分方程的弱解

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摘要

Weak solution is a common notion in partial differential equations, however it is not the case in ordinary and functional differential equations. It is well known that a classical solution is a weak solution and the converse is false. It should be noted that an equation can have both a strong and weak solution. On the other hand, there are many equations which have no strong solutions but they have weak ones. In the present paper we are interested in weak solutions of functional differential equations.
机译:弱解是偏微分方程中的常见概念,但是普通和功能性微分方程中的情况并非如此。 众所周知,经典的解决方案是弱溶液,交谈是假的。 应该注意的是,方程可以具有强大和弱的解决方案。 另一方面,有许多等式没有强大的解决方案,但它们有弱者。 在本文中,我们对功能微分方程的弱解。

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