求翻译：同时我们注意到这些文献中，在研究具有非局部初始条件的发展方程或包含问题时，不少都假设非局部函数满足一定的紧性条件和算子$A$强连续算子半群生成元或增生算子。是什么意思？

We note that the literature in the study of evolution equations of the non-local initial conditions or contain the problem, many assume that the non-local function satisfies a certain compactness conditions and operator $ a $ strongly continuous operator semigroup generated or $ Accretive Operators.

We note at the same time, the literature in research with non-local initial conditions or the development equation has a problem, and many of them are when you assume that non-local function for a certain amount of tight conditions and sub $A $strong continuity as a semi-cluster is generated or hype

Simultaneously we note in these literature, has when the research the non-partial initial condition development equation or contains the question, many all assumes if not the partial function to satisfy certain compactness condition and the operator $A$ strong continuous operator semi-group produces

At the same time we note in these documents, in studying the evolution equation with a nonlocal initial conditions or when it contains a problem, many assume that non-local function that meets certain conditions of tight $A$ strongly continuous semigroups of operators and operator generator or accre

正在翻译，请等待...