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Contraction Mappings and Extensions | SpringerLink
Contraction Mappings and Extensions | SpringerLink

ON A CONVERSE TO BANACH'S FIXED POINT THEOREM
ON A CONVERSE TO BANACH'S FIXED POINT THEOREM

ON THE CONVERSE OF CARISTI'S FIXED POINT THEOREM We denote R+ = [0,∞), N =  {0,1,2, ...} and Z = {±k : k ∈ N}. Let X be a
ON THE CONVERSE OF CARISTI'S FIXED POINT THEOREM We denote R+ = [0,∞), N = {0,1,2, ...} and Z = {±k : k ∈ N}. Let X be a

HANDBOOK OF METRIC FIXED POINT THEORY
HANDBOOK OF METRIC FIXED POINT THEORY

QNLW
QNLW

ON A CONVERSE TO BANACH'S FIXED POINT THEOREM 1. Introduction Converses to  the Banach Fixed Point Theorem have a very long his
ON A CONVERSE TO BANACH'S FIXED POINT THEOREM 1. Introduction Converses to the Banach Fixed Point Theorem have a very long his

QNLW
QNLW

ON CERTAIN NONCOMPACT CONVEX SETS
ON CERTAIN NONCOMPACT CONVEX SETS

arXiv:1702.07339v3 [cs.CC] 13 Feb 2018
arXiv:1702.07339v3 [cs.CC] 13 Feb 2018

Handbook of Analysis and Its Foundations: Schechter, Eric: 9780126227604:  Amazon.com: Books
Handbook of Analysis and Its Foundations: Schechter, Eric: 9780126227604: Amazon.com: Books

Conditions for a TVS to be Homeomorphic With Its Countable Product
Conditions for a TVS to be Homeomorphic With Its Countable Product

A Converse to Banach's Fixed Point Theorem and Its CLS-Completeness
A Converse to Banach's Fixed Point Theorem and Its CLS-Completeness

PDF) A remark on a theorem of Howard
PDF) A remark on a theorem of Howard

R-BOUNDED APPROXIMATING SEQUENCES AND APPLICATIONS TO SEMIGROUPS 1.  Introduction Recent work on semigroup theory ([13], [24]) ha
R-BOUNDED APPROXIMATING SEQUENCES AND APPLICATIONS TO SEMIGROUPS 1. Introduction Recent work on semigroup theory ([13], [24]) ha

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ACDSee 32 print job
ACDSee 32 print job

A Note on Contraction
A Note on Contraction

NOTICES OF THE AMERICAN MATHEMATICAL SOCIETY
NOTICES OF THE AMERICAN MATHEMATICAL SOCIETY

SPACES OF OPERATORS, c0 AND l1 In a classic paper on the structure of  Banach spaces [2], Bessaga and Pelczynski established the
SPACES OF OPERATORS, c0 AND l1 In a classic paper on the structure of Banach spaces [2], Bessaga and Pelczynski established the

SOME ASPECTS OF THE PRESENT THEORY OF BANACH SPACES
SOME ASPECTS OF THE PRESENT THEORY OF BANACH SPACES

PDF) A converse of the Banach contraction principle for partial metric  spaces and the continuum hypothesis
PDF) A converse of the Banach contraction principle for partial metric spaces and the continuum hypothesis

absolute Lipschitz retract, 439 absolute Lipschitz uniform neighbourhood  retract, 439 absolute uniform retract, 439 absolute uni
absolute Lipschitz retract, 439 absolute Lipschitz uniform neighbourhood retract, 439 absolute uniform retract, 439 absolute uni

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Weakly Picard mappings
Weakly Picard mappings