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FIXED POINT INDEX THEORY FOR WEAKLY INWARD MAPPINGS
韩志清
数学物理学报(英文版). 1997 (4):
455-462.
In this paper we define a fixed point index theory for locally Lip., completely continuous and weakdy inward mappings defined on closed convex sets in general Banach spaces where no other artificial conditions are imposed. This makes us to deal with these kinds of mappings more easily. As obvious applications, some results in[3],[5],[7],[9],[10] are deepened and extended.
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