MALUTA, ELISABETTA
MALUTA, ELISABETTA
A class of P-convex spaces lacking normal structure
2012-01-01 Maluta, Elisabetta
A diametrically complete set with empty interior in a reflexive LUR space
2017-01-01 Maluta, Elisabetta
Archimedean levels, semispaces and majorization of convex cones
1993-01-01 Klee, V; Maluta, Elisabetta; Zanco, C.
Banach spaces which are dual to k-uniformly convex spaces
1997-01-01 Maluta, Elisabetta; Prus, S.
Basic properties of evenly convex sets
2007-01-01 V., Klee; Maluta, Elisabetta; C., Zanco
Characterization of normal type structures by means of sequences
1979-01-01 Maluta, Elisabetta
Diametral points and diametral pairs in Banach spaces
2020-01-01 Maluta, Elisabetta
Diametrically complete sets and normal structure
2015-01-01 Maluta, Elisabetta; P. L., Papini
Estimates for Kottman's separation constant in reflexive Banach spaces
2009-01-01 Maluta, Elisabetta; P. L., Papini
Fixed point free mappings which satisfy a Darbo type condition
2006-01-01 Maluta, Elisabetta; S., Prus; J., Wosko
Fixed points of uniformly Lipschitzian mappings in spaces with uniformly normal structure
1985-01-01 Casini, E; Maluta, Elisabetta
Generalized nonexpansive mappings on the real axis: existence and approximation of fixed points
1978-01-01 Maluta, Elisabetta
Inspheres and inner products
1986-01-01 Klee, V; Maluta, Elisabetta; Zanco, C.
Kannan maps in compact spaces
1979-01-01 Roux, D.; Maluta, Elisabetta
Minimal sets for the Hausdorff measure of noncompactness and related coefficients
2001-01-01 Maluta, Elisabetta; S., Prus
Normal type structure and superreflexivity
1985-01-01 Casini, E; Maluta, Elisabetta
On Milman's moduli for Banach spaces
2001-01-01 Maluta, Elisabetta; S., Prus; M., Szczepanic
On some p-estimates for Banach spaces
1993-01-01 Kutzarova, D; Maluta, Elisabetta; Prus, S.
Property beta implies normal structure of the dual space.
1992-01-01 Kutzarova, D; Maluta, Elisabetta; Prus, S.
Relative centers and finite nets for the unit ball and its finite subsets
1993-01-01 Maluta, Elisabetta; Papini, P. L.