Article
Open Access
SOME FIXED POINT THEOREMS
-
Ireneusz Kubiaczyk
Published/Copyright:
December 19, 2017
Published Online: 2017-12-19
Published in Print: 1976-7-1
© by Ireneusz Kubiaczyk
Articles in the same Issue
- Titelei
- Contents
- ON THE SCHWARZIAN FOR THE FUNCTIONS OF SHAH-TAO-SHING
- SUR LE PRODUIT DE DEUX DÉRIVÉES
- SOME ALMOST ANALYTIC VECTOR FIELDS IN (f, g, u, v, λ)-STRUCTURE MANIFOLD
- SEMI-UNIFORM CONVERGENCE OF A SEQUENCE OF FUNCTIONS
- ON REPRESENTATIONS OF NATURAL NUMBERS AS SUMS OF TWO SQUARES
- ON SOME FUNCTIONAL EQUATION OCCURRING IN THE THEORY OF GEOMETRIC OBJECTS
- BEHAVIOUR OF SOLUTIONS OF SOME NON- LINEAR HYPERBOLIC EQUATION
- ON SOME COMPOUND NON-LINEAR BOUNDARY VALUE PROBLEM
- ON THE GENERALISED INVERTED DIRICHLET DISTRIBUTION
- STABILITY OF THE DIFFERENCE SCHEMES FOR THE PARABOLIC TYPE EQUATION WITH THE MIXED DERIVATIVE
- GENERALISED STRONG NÖRLUND SUMMABILITY
- APPLICATION OF THE GREEN FUNCTION IN THE THEORY OF PSEUDOPARABOLIC EQUATIONS
- TAYLOR EXPANSION IN THE FINITE ELEMENT METHOD FOR A TWO-POINT BOUNDARY VALUE PROBLEM
- ON SOME RIEMANNIAN MANIFOLDS ADMITTING A CONORCULAR VECTOR FIELD
- PROPERTIES OF SPECIAL QUASI-POTENTIAL OF SURFACE DISTRIBUTION WITH RESPECT TO NORMAL PARABOLIC EQUATION OF THE SECOND ORDER
- SOME FIXED POINT THEOREMS
Creative Commons
BY-NC-ND 3.0
Articles in the same Issue
- Titelei
- Contents
- ON THE SCHWARZIAN FOR THE FUNCTIONS OF SHAH-TAO-SHING
- SUR LE PRODUIT DE DEUX DÉRIVÉES
- SOME ALMOST ANALYTIC VECTOR FIELDS IN (f, g, u, v, λ)-STRUCTURE MANIFOLD
- SEMI-UNIFORM CONVERGENCE OF A SEQUENCE OF FUNCTIONS
- ON REPRESENTATIONS OF NATURAL NUMBERS AS SUMS OF TWO SQUARES
- ON SOME FUNCTIONAL EQUATION OCCURRING IN THE THEORY OF GEOMETRIC OBJECTS
- BEHAVIOUR OF SOLUTIONS OF SOME NON- LINEAR HYPERBOLIC EQUATION
- ON SOME COMPOUND NON-LINEAR BOUNDARY VALUE PROBLEM
- ON THE GENERALISED INVERTED DIRICHLET DISTRIBUTION
- STABILITY OF THE DIFFERENCE SCHEMES FOR THE PARABOLIC TYPE EQUATION WITH THE MIXED DERIVATIVE
- GENERALISED STRONG NÖRLUND SUMMABILITY
- APPLICATION OF THE GREEN FUNCTION IN THE THEORY OF PSEUDOPARABOLIC EQUATIONS
- TAYLOR EXPANSION IN THE FINITE ELEMENT METHOD FOR A TWO-POINT BOUNDARY VALUE PROBLEM
- ON SOME RIEMANNIAN MANIFOLDS ADMITTING A CONORCULAR VECTOR FIELD
- PROPERTIES OF SPECIAL QUASI-POTENTIAL OF SURFACE DISTRIBUTION WITH RESPECT TO NORMAL PARABOLIC EQUATION OF THE SECOND ORDER
- SOME FIXED POINT THEOREMS