Fixed Point Theory and Its Applications
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FIXED POINT THEOREMS FOR MULTIVALUED
CONTINUATION OF SOLUTIONS OF EQUATIONS
ON A THEOREM OF CARISTI AND KIRK
16 other sections not shown
Amer applications approximately argument assume assumption Banach space bounded Browder Bull Canada choose closed common fixed point compact compact convex complete connected constant construction contains continuous contraction contradiction converges convex subset Corollary corresponding covering curve defined Definition denote differential element equations equivalent example exists extended fact finite fixed point theorem function further give given Hence Hilbert space holds implies integer invariant isometry Kirk Lemma Let f lies locally Math means method metric space monotone neighborhood nonexpansive mappings nonlinear norm Normal solvability obtained operators origin pair positive problem Proc Proof of Theorem Proposition proved References reflexive Reinermann relation relatively Remark respect result satisfies condition semigroup sense sequence solution strongly structure subsequence sufficiently Suppose theory topological true uniform uniformly convex unique University weak weakly compact