FIXED POINT THEOREMS FOR WEAKLY CONDENSING AND WEAKLY COMPACT MAPS

Articles in the same Issue

1. Titelei
2. Contents
3. QUASI-CONNEXION DE GOLAB-LYRA
4. ON A NONEXISTENCE OF POSITIVE SOLUTION OF LAPLACE EQUATION IN UPPER HALF-SPACE
5. COINCIDENCE AND FIXED POINT THEOREMS ON PRODUCT SPACES
6. THE POLAR GEODESIC COORDINATE SYSTEM ON SURFACES IN THE EUCLIDEAN 3-DIMENSIONAL SPACE
7. FIXED COEFFICIENTS FOR NEW CLASSES OF UNIVALENT FUNCTIONS WITH NEGATIVE COEFFICIENTS
8. EQUALITY IN MINKOWSKI INEQUALITY AND A CHARACTERIZATION OF L^p-NORM
9. FUNCTIONAL EQUATIONS IN A CLASS OF ANALYTIC FUNCTIONS AND COMPOSITE MATERIALS
10. STUDY OF A STOCHASTIC INTEGRAL EQUATION USING INTEGRAL CONTRACTORS
11. A FUNCTIONAL EQUATION CHARACTERIZING LOW DEGREE POLYNOMIALS IN TWO VARIABLES
12. ON ALMOST-OPENNESS AND SPACES INVERTNESS VIA DENSITY
13. FIXED POINT THEOREMS FOR WEAKLY CONDENSING AND WEAKLY COMPACT MAPS
14. NEIGHBOURHOODS OF CONVEX FUNCTIONS RELATED WITH PARABOLA
15. SHIFTS ON BANACH SPACES
16. ON THE DIAMETER OF THE GENERALIZED NUMERICAL RANGE
17. A NOTE ON A SERIES OF PAPERS BY BURMEISTER AND WOJDYtO
18. A GENERALIZATION OF ANALYTIC CONDITION FOR CONVEXITY IN ONE DIRECTION
19. COMPARISON OF CONVERGENCES FOR MULTIFUNCTIONS
20. ON AN ALGEBRAIC STUDY OF A CLASS OF DISCRETE ANALYTIC FUNCTIONS
21. ON EXISTENCE OF FIXED POINTS FOR AUTOMORPHISMS OF ORDER TWO
22. ON THE ASYMPTOTIC BEHAVIOUR OF SOLUTIONS OF DIFFERENCE EQUATIONS
23. BERGMAN SPACES AND KERNELS FOR HOLOMORPHIC VECTOR BUNDLES