论文标题
特征Banach空间的广义铃木Berinde收缩
A generalized Suzuki Berinde contraction that characterizes Banach spaces
论文作者
论文摘要
我们介绍了一大批合同映射，称为铃木Berinde Type收缩。我们表明，任何铃木Berinde型收缩都有固定点，并表征了基本规范空间的完整性。还获得了用于多相位映射的固定点定理。这些结果在文献中统一，概括和补充了各种已知的可比结果。
We introduce a large class of contractive mappings, called Suzuki Berinde type contraction. We show that any Suzuki Berinde type contraction has a fixed point and characterizes the completeness of the underlying normed space. A fixed point theorem for multivalued mapping is also obtained. These results unify, generalize and complement various known comparable results in the literature.
