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A characterization of covering dimension in the weakly induced L-topological spaces is obtained.
Later, a formula for computing the Riesz angle in Orlicz spaces is obtained in [10].
In this paper, a Suzuki-type fixed fuzzy point result for fuzzy mappings in complete ordered metric spaces is obtained.
Also a new asymptotic lower bound for projection constants of symmetric spaces is obtained (see Theorem 5.3).
The resulting coefficient matrix corresponding to the finer level of approximate spaces is obtained by augmenting a matrix corresponding to a coarser level.
The existence of periodic, almost periodic, and asymptotically almost periodic of periodic and almost periodic of abstract retarded functional difference equations in phase spaces is obtained by using stability properties of a bounded solution.
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Results for nonseparable spaces are obtained by separable reduction arguments.
Refinements in Hilbert spaces and extensions to Banach spaces were obtained by Xu [16].
Further results on fixed point theorems in such spaces were obtained by several authors, see [5 15].
Results on weakly contractive mappings in such spaces were obtained by Harjani and Sadarangani in [7].
Depending on the weight ν, various Bloch-type spaces are obtained.
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