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WEAK UNCERTAINTY PRINCIPLE FOR FRACTALS,GRAPHS AND METRIC MEASURE SPACES
Uncertainty principle p.c.f. fractal Heisenberg’s inequality measure metric spaces Poincar′ e inequality self-similar graphs Sierpinski ′ gasket uniform finitely ramified graphs
2015/12/10
We develop a new approach to formulate and prove the weak uncertainty inequality which was recently introduced by Okoudjou and Strichartz.We assume either an appropriate measure growth condition with ...
A dinner table seats k guests and holds n discrete morsels of food. Guests select morsels in turn until all are consumed. Each guest has a ranking of the morsels according to how much he would enjoy e...
Central limit theorem and moderate deviations principle for dependent risks
Dependence structures opulas
2010/9/25
In the present paper, we consider the models for large dependent risk portfolios, especially for credit risk models. Furthermore, the central limit theorem and moderate deviations principle of models ...
A Sawyer Duality Principle for Radially Monotone Functions in $R^n$.
Duality theorems Radially monotone functions Weighted inequalities
2008/7/3
A Sawyer Duality Principle for Radially Monotone Functions in $R^n$.
Generalized Auxiliary Problem Principle and Solvability of a Class of Nonlinear Variational Inequalities Involving Cocoercive and Co-Lipschitzian Mappings
Generalized auxiliary variational inequality problem Cocoercive mappings Approximation-solvability Approximate solutions Partially relaxed monotone mappings
2008/7/1
Generalized Auxiliary Problem Principle and Solvability of a Class of Nonlinear Variational Inequalities Involving Cocoercive and Co-Lipschitzian Mappings.
Obtuse angle principle for approximation of fixed points of nonlinear mappings
Uniformly smooth Banach spaces Hilbert spaces
2010/9/16
Obtuse angle principle for approximation of fixed points of nonlinear mappings
The Invariance Principle for Linear Processes Generated by a Negatively Associated Sequence and Its Applications
linear process negatively associated sequence
2007/12/11
In this paper, we obtain the invariance principle for linear processes generated by a negatively associated sequence.
The ``principle of the fermionic projector'' provides a new mathematical framework for the formulation of physical theories and is a promising approach for physics beyond the standard model. The book...