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C*-Algebras generated by mappings description of the C*-algebras generated by an injective mapping on X is given. Examples of C
C*-Algebras generated by mappings description of the C*-algebras generated by an injective mapping on X is given. Examples of C
ON CONTINUATION IN METRIC SPACESWe study locally injective covering mappings between metric spaces. We show that under natural
C*-algebras generated by mappings is continuous. We give the full description of C φ (X) in case φ is injective mapping. Also we give the examples
C*-algebras generated by mappings is continuous. We give the full description of C φ (X) in case φ is injective mapping. Also we give the examples
On locally invertible harmonic mappings of plane domains harmonic mappings with certain prescribed boundary behavior in simply and multiply connected domains
Dipolic Flows Relevant to Aquifer Storage and Recovery: Strack’s Sink Solution Revisited generated by a dipole (a pair of horizontal or vertical injection–abstraction wells closely placed one above
Sharp inequalities for the coefficients of concave schlicht functionsLet D denote the open unit disc and let f: D → ℂ be holomorphic and injective in D. We further
An optimal and quasi-optimal alternatives determination in the multicriteria marketing researches depends on the revealed clusters elements coloring as injective prototypes mapping i.e. the elements
Avkhadiev–Becker type p-valence conditions for harmonic mappings of a disc univalent harmonic mappings defined in the unit disc.
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