Publication date
January 2008
DOIAbstract
Large supremum norms and small Shannon entropy for Hecke eigenfunctions of quantize
Large supremum norms and small Shannon entropy for Hecke eigenfunctions of quantize
Abstract In this paper, we present some interesting results related to the bounds of the Shannon and...
We prove a power saving over the local bound for the L∞ norm of uniformly non- tempered Hecke-Maass...
We determine the minimum Wehrl entropy among the quantum states with a given von Neumann entropy and...
Abstract. We study extreme values of desymmetrized eigenfunc-tions (so called Hecke eigenfunctions) ...
This paper continues the work done in [16] about the supremum norm of eigenfunctions of desymmetrize...
This note is to remark the large supremum norms of some Hecke-eigenforms of large squarefree levels ...
Abstract. We study the value distribution and extreme values of eigenfunctions for the “quantized ca...
New perturbation theorems for matrices similar to Hermitian matrices are proved for a class of unita...
Abstract: The asymptotic of the weighted Lp-norms of Hermite polynomials is determined for...
We consider families of finite quantum graphs of increasing size and we are in-terested in how eigen...
This thesis consists of an introduction and four papers. All four papers are devoted to problems in ...
Abstract: We study semiclassical measures, or quantum limits, for quantized hyperbolic automorphisms...
Abstract. The asymptotics of the weighted Lp-norms of Hermite polynomi-als, which describes the Rén...
Using Jensen’s inequality and the converse Jensen’s inequality for superquadratic functions we obtai...
International audienceThis work contains a proof of a non-trivial explicit quantitative bound in the...
Abstract In this paper, we present some interesting results related to the bounds of the Shannon and...
We prove a power saving over the local bound for the L∞ norm of uniformly non- tempered Hecke-Maass...
We determine the minimum Wehrl entropy among the quantum states with a given von Neumann entropy and...
Abstract. We study extreme values of desymmetrized eigenfunc-tions (so called Hecke eigenfunctions) ...
This paper continues the work done in [16] about the supremum norm of eigenfunctions of desymmetrize...
This note is to remark the large supremum norms of some Hecke-eigenforms of large squarefree levels ...
Abstract. We study the value distribution and extreme values of eigenfunctions for the “quantized ca...
New perturbation theorems for matrices similar to Hermitian matrices are proved for a class of unita...
Abstract: The asymptotic of the weighted Lp-norms of Hermite polynomials is determined for...
We consider families of finite quantum graphs of increasing size and we are in-terested in how eigen...
This thesis consists of an introduction and four papers. All four papers are devoted to problems in ...
Abstract: We study semiclassical measures, or quantum limits, for quantized hyperbolic automorphisms...
Abstract. The asymptotics of the weighted Lp-norms of Hermite polynomi-als, which describes the Rén...
Using Jensen’s inequality and the converse Jensen’s inequality for superquadratic functions we obtai...
International audienceThis work contains a proof of a non-trivial explicit quantitative bound in the...
Abstract In this paper, we present some interesting results related to the bounds of the Shannon and...
We prove a power saving over the local bound for the L∞ norm of uniformly non- tempered Hecke-Maass...
We determine the minimum Wehrl entropy among the quantum states with a given von Neumann entropy and...
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