We investigate norms of spectral projectors on thin spherical shells for the Laplacian on tori. This is closely related to the boundedness of resolvents of the Laplacian and the boundedness of Lp norms of eigenfunctions of the Laplacian. We formulate a conjecture and partially prove it
ABSTRACT: The matrix Riccati equation that must be solved to obtain the solution to stochastic optim...
We study linearization of lattice gauge theory. Linearized theory approximates lattice gauge theory ...
A potential estimate type approach is used in order to obtain some a priori bounds for the solutions...
We prove Caccioppoli type estimates and consequently establish local Hölder continuity for a class o...
We give accurate estimates of the constants Cn(A(I),x) appearing in direct inequalities of the form ...
Fixed point theory has fascinated hundreds of researchers since 1922 with the celebrated Banach’s fi...
Inspired by some iterative algorithms useful for proving the real analyticity (or the Gevrey regular...
In this thesis, we present a new existence result for Lévy-type processes. Lévy-type processes behav...
We study the existence of positive solutions for discrete boundary value problems to one-dimensional...
A formalism is proposed for developing phase-space representations of elementary quantum systems un...
1. The Jordan Curve Theorem 2. The Schoenflies Theorem 3. Locally Connected Continua 4. Indecomposab...
In this paper, Anything Goes: The Sonnenschein-Mantel-Debreu theorem (following the work of Sonnench...
The goal of this paper is to prove a compact embedding result for spaces of forward rate curves. As ...
Let Gamma(E) be the family of all paths which meet a set E in the metric measure space X. The set fu...
The purpose of this paper is to give some new fixed point theorems for contractive type mappings in...
ABSTRACT: The matrix Riccati equation that must be solved to obtain the solution to stochastic optim...
We study linearization of lattice gauge theory. Linearized theory approximates lattice gauge theory ...
A potential estimate type approach is used in order to obtain some a priori bounds for the solutions...
We prove Caccioppoli type estimates and consequently establish local Hölder continuity for a class o...
We give accurate estimates of the constants Cn(A(I),x) appearing in direct inequalities of the form ...
Fixed point theory has fascinated hundreds of researchers since 1922 with the celebrated Banach’s fi...
Inspired by some iterative algorithms useful for proving the real analyticity (or the Gevrey regular...
In this thesis, we present a new existence result for Lévy-type processes. Lévy-type processes behav...
We study the existence of positive solutions for discrete boundary value problems to one-dimensional...
A formalism is proposed for developing phase-space representations of elementary quantum systems un...
1. The Jordan Curve Theorem 2. The Schoenflies Theorem 3. Locally Connected Continua 4. Indecomposab...
In this paper, Anything Goes: The Sonnenschein-Mantel-Debreu theorem (following the work of Sonnench...
The goal of this paper is to prove a compact embedding result for spaces of forward rate curves. As ...
Let Gamma(E) be the family of all paths which meet a set E in the metric measure space X. The set fu...
The purpose of this paper is to give some new fixed point theorems for contractive type mappings in...
ABSTRACT: The matrix Riccati equation that must be solved to obtain the solution to stochastic optim...
We study linearization of lattice gauge theory. Linearized theory approximates lattice gauge theory ...
A potential estimate type approach is used in order to obtain some a priori bounds for the solutions...
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