论文标题
Kannan和Fisher固定点定理的概括，并应用于Volterra型积分方程
A generalization of Kannan and Fisher fixed point theorems with an application to Volterra type integral equations
论文作者
论文摘要
在本文中，我们讨论了对Kannan [5]和Fisher [3]的无限扩展类型的独立类型，其中著名的Kannan和Fisher Therorems作为推论。我们还提供了连续的坎南操作员与费舍尔操作员之间在有限类型的度量空间之间提供牢固的联系。我们还提供了本文的主要定理的应用，在积分方程的字段中。
In this paper, we discuss about the independent types of infinite extensions to a general version of Kannan [5] and Fisher [3] of which the well-known Kannan and Fisher theorems come as a corollaries. We also provide a strong connection between continuous Kannan operator and Fisher operator in a restricted type of metric space. We also provide an application of the main theorem of this paper, in the field of integral equations.
