GENERAL EXISTENCE FOR MINIMUM PROBLEMS IN BANACH SPACES
Journal Title: Journal of Science And Arts - Year 2012, Vol 21, Issue 4
Abstract
In this note we give some extensions of a recent result concerning the minimum problems in Banach spaces. These extensions are based on the fact that the topological degree of a coercive map is one and this still remains true for a pseudomonotone potential map between a reflexive Banach space and its dual space. Some considerations concerning the minimum problem and the solution property of degree required in applications are also appended.
Authors and Affiliations
SILVIU SBURLAN
Keywords
Related Articles
- EP ID EP119987
- DOI -
- Views 206
- Downloads 0
ON VIBRATION EXPOSURE MONITORING AT INDUSTRIAL INTENSIVE POLLUTANT AREAS
Main objective of this study consisted by identification, evaluation and characterization of a direct linkage between the vibration levels at the intensive pollutant industrial sources and the vibration exposure of the p...
THE FIRST ORDER EVALUATIONS IN THE ASYMPTOTIC ANALYSIS OF SEQUENCES
GENERALIZATION OF PAL ERDOS INEQUALITY
NEW TECHNIQUES FOR EVALUATION OF IONIC CONDUCTIVITY OF ION EXCHANGE MEMBRANES USED IN THE ELECTRODIALYSIS PROCESS
New techniques for the determination of ionic conductivity of acrylic ion exchange membranes, as well as the electrochemical system used are presented in this paper. The electrochemical cell used in electrochemical imped...
ON A CLASS OF HOLOMORPHIC FUNCTION
In this paper, we study two subclasses v... and of g... holomorphicfunctions... in the open unit disk U associated with some holomorphic function.... The object of the present paper is to drive some interesting condition...