COMPACTNESS OF SOME CLASSES OF CONVEX FUNCTIONS
Journal Title: Journal of Science And Arts - Year 2009, Vol 11, Issue 2
Abstract
After two criteria of equicontinuity, we shall study the compactness and some consequences on the uniform convergence in the class of the solutions of the Dirichlet problem for the Monge-Ampere equation.
Authors and Affiliations
Corneliu Udrea
Keywords
Related Articles
- EP ID EP96941
- DOI -
- Views 256
- Downloads 0
ABOUT SOME PARTICULAR CLASSES OF BOUNDED OPERATORS ON PSEUDO-HILBERT SPACES II
J.P. KING VERSION OF SCHURER OPERATOR
In this paper we construct a Schurer type operator following a J.P. King model.
MODELING THE TEMPERATURE DEPENDENCE OF DYNAMIC VISCOSITY FOR SAE 10W OIL NO ADDITIVE
The dynamic viscosity for mineral oil SAE 10W no additive were determined at temperatures from 313 K to 373 K. Some empirical relations that describe the temperature dependence of dynamic viscosity were fitted to the exp...
LIE-ALGEBRA AND MODIFIED JACOBI POLYNOMIALS
In the present paper, L. Weisner’s group-theoretic method has been utilized in obtaining generating functions of , a modification of the Jacobi polynomials - In section 1, with the suitable simultaneous interpretations...
SOME FUNCTIONAL RELATIONS INVOLVING I-FUNCTION USING FRACTIONAL INTEGRAL OPERATORS
There are many papers in mathematical literature in which the functional relation associated with the hypergeometric functions and the logarithmic derivative of gamma function (digamma function) is derived using the appl...