Results 121 to 130 of about 4,375,993 (379)
Power allocation for SWIPT in K-user interference channels using game theory
A simultaneous wireless information and power transfer system in interference channels of multi-users is considered. In this system, each transmitter sends one data stream to its targeted receiver, which causes interference to other receivers.
Zhigang Wen+4 more
doaj +1 more source
Singularities in a variational problem with an inequality [PDF]
Boris Garfinkel, G. T. McAllister
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Caring Futures: Australian Attitudes About the Desirability of Care Work
ABSTRACT Amid increasing public and policy attention on the care and support sector, which millions of Australians rely upon for essential services, care workers continue to advocate for better pay and fairer conditions. This article draws on the concepts of recognition, value and social distribution from feminist ethics of care scholarship to explore ...
Laura Davy+3 more
wiley +1 more source
Characterizations of the solution sets of pseudoinvex programs and variational inequalities
A new concept of nondifferentiable pseudoinvex functions is introduced. Based on the basic properties of this class of pseudoinvex functions, several new and simple characterizations of the solution sets for nondifferentiable pseudoinvex programs are ...
Yang Xinmin, Lee Heungwing, Liu Caiping
doaj
The Tikhonov Regularization Method for Set-Valued Variational Inequalities
This paper aims to establish the Tikhonov regularization theory for set-valued variational inequalities. For this purpose, we firstly prove a very general existence result for set-valued variational inequalities, provided that the mapping involved has ...
Yiran He
doaj +1 more source
Monotonicity of the Variance Under Truncation and Variations of Jensen's Inequality [PDF]
Y. S. Chow, W. J. Studden
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If $- \infty < < < \infty $ and $f \in C^{3} \left( [ , ] \times {\bf R}^{2} , {\bf R} \right) $ is bounded, while $y \in C^{2} \left( [ , ] , {\bf R} \right) $ solves the typical one-dimensional problem of the calculus of variations to minimize the function $$F \left( y \right) = \int_{ }^{ }f \left( x, y(x), y'(x) \right) dx,$
openaire +2 more sources
Quasi variational inequalities
AbstractProjection Technique is used to suggest a unified and general iterative algorithm for computing the approximate solution of a new class of quasi variational inequalities. The convergence properties of this algorithm are also considered. Several special cases which can be obtained from the general results are also discussed.
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ABSTRACT Over the last three decades, overseas researchers have utilised administrative data to identify distinct patterns in shelter use. In Australia, the use of administrative data to understand service utilisation patterns among people ‘at risk’ of homelessness and experiencing homelessness is limited.
Godwin Kavaarpuo+2 more
wiley +1 more source
Penalization for variational inequalities
AbstractThis work illustrates a penalization mechanism, using the distance function as a tool, for providing necessary and sufficient conditions for the solutions of the nonsmooth variational inequality problems.
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