Results 231 to 238 of about 65,457 (238)
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2001
Let \(X\) and \(Y\) be any two topological spaces. A multifunction \(T:X\to 2^Y\) is said to be (i) upper semi-continuous if \(T^{-1}(B)= \{x\in X:(Tx)\cap B\neq\emptyset\}\) is closed in \(X\) whenever \(B\) is a closed subset of \(Y\); (ii) Kakutani multifunction if (a) \(T\) is upper semi-continuous, (b) either \(Tx\) is a singleton for each \(x\in ...
BASHA, SS, VEERAMANI, P, PAI, DV
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Let \(X\) and \(Y\) be any two topological spaces. A multifunction \(T:X\to 2^Y\) is said to be (i) upper semi-continuous if \(T^{-1}(B)= \{x\in X:(Tx)\cap B\neq\emptyset\}\) is closed in \(X\) whenever \(B\) is a closed subset of \(Y\); (ii) Kakutani multifunction if (a) \(T\) is upper semi-continuous, (b) either \(Tx\) is a singleton for each \(x\in ...
BASHA, SS, VEERAMANI, P, PAI, DV
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BEST PROXIMITY FOR TWO PAIRS OF MAPPINGS IN MULTIPLICATIVE METRIC SPACE
Electronic Journal of Mathematical Analysis and ApplicationsSummary: One of the research gaps in the study of best proximity for two pairs of mappings in multiplicative metric spaces may lie in the exploration of its applications in special fields such as computer science or biology, where understanding the behavior of mappings is critical for modeling and analysis.
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Common best proximity pairs in strictly convex Banach spaces
Georgian Mathematical Journal, 2016Abstract A mapping T : A ∪ B
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Common best proximity pairs in strictly convex Banach spaces
Georgian Mathematical Journal, 2017Moosa Gabeleh
exaly
New results for the best proximity pair in cone Riesz space
2022Sarvari, Ali +2 more
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Existence and convergence results for best proximity points in cone metric spaces
Numerical Algebra, Control and Optimization, 2014exaly