Add to ORKG2002 Mathematics Subject Classification: 35S05, 47G30, 58J42.We consider a class of pseudo-differential operators globally defined in R^n. For them we discuss trace functionals, distribution of eigenvalues, essential spectrum and weak hyperbolicity.*The authors are supported by NATO, PST.CLG.979347, Collaborative Linkage Grant CNR- BAN and FIRB 2001, COFIN 2002, Italy
In this talk we study a Hormander type estimates about the multilinear pseudo-differential operators...
The analysis of differential equations in domains and on manifolds with singularities belongs to the...
AbstractIn this paper, we define in an intrinsic way operators on a compact Lie group by means of sy...
The aim of this work is to develop a global calculus for pseudo-differential operators acting on sui...
20 pagesInternational audienceRelated to a semigroup of operators on a metric measure space, we defi...
The class of pseudo-differential operators with symbols from Sm (superscript) po̧̧ (subscipt)(Ωx IRⁿ...
New classes of Pseudo-differential operators based on the short-time Fourier transform are introduc...
We report on some recent results obtained by Cappiello, Gramchev and Rodino, concerning semilinear p...
This volume consists of papers inspired by the special session on pseudo-differential operators at t...
We present new results concerning pseudo-differential operators in the function spaces $S^{\mu}_{\nu...
In this paper we give several global characterisations of the Hormander class of pseudo-differential...
Global quantization of pseudo-differential operators on general compact Lie groups G is introduced r...
As a new technique it is shown how general pseudo-differential operators can be estimated at arbitra...
Part of author's Ph.D. thesis, 66 pagesWe present in this paper the construction of a pseudodifferen...
S. Agmon: Asymptotic formulas with remainder estimates for eigenvalues of elliptic operators.- J. Bo...
In this talk we study a Hormander type estimates about the multilinear pseudo-differential operators...
The analysis of differential equations in domains and on manifolds with singularities belongs to the...
AbstractIn this paper, we define in an intrinsic way operators on a compact Lie group by means of sy...
The aim of this work is to develop a global calculus for pseudo-differential operators acting on sui...
20 pagesInternational audienceRelated to a semigroup of operators on a metric measure space, we defi...
The class of pseudo-differential operators with symbols from Sm (superscript) po̧̧ (subscipt)(Ωx IRⁿ...
New classes of Pseudo-differential operators based on the short-time Fourier transform are introduc...
We report on some recent results obtained by Cappiello, Gramchev and Rodino, concerning semilinear p...
This volume consists of papers inspired by the special session on pseudo-differential operators at t...
We present new results concerning pseudo-differential operators in the function spaces $S^{\mu}_{\nu...
In this paper we give several global characterisations of the Hormander class of pseudo-differential...
Global quantization of pseudo-differential operators on general compact Lie groups G is introduced r...
As a new technique it is shown how general pseudo-differential operators can be estimated at arbitra...
Part of author's Ph.D. thesis, 66 pagesWe present in this paper the construction of a pseudodifferen...
S. Agmon: Asymptotic formulas with remainder estimates for eigenvalues of elliptic operators.- J. Bo...
In this talk we study a Hormander type estimates about the multilinear pseudo-differential operators...
The analysis of differential equations in domains and on manifolds with singularities belongs to the...
AbstractIn this paper, we define in an intrinsic way operators on a compact Lie group by means of sy...