营养品 发表于 2025-3-21 19:39:57
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Global Representation of Lagrangian Distributions,se a convenient method allowing a global parametrization of the Lagrangian manifold Λ, and, consequently, a global representation of the fundamental solution in the formFor the sake of brevity we describe our construction for a fixed ., omitting it futher on. This paper can be regarded as a development of .亲密 发表于 2025-3-22 04:25:29
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,Décroissance exponentielle des fonctions propres pour l’opérateur de Kac: le cas de la dimension >1 following type : (0.1) K. (h) = exp(-V/2). exp (h. Δ). exp (-V/2) In order to study the mechanism of transition of phase, it is interesting to study the splitting between the two first eigenvalues of this operator. As in the case of the Schrödinger operator this is a consequence of the study of the运动吧 发表于 2025-3-22 17:19:21
Second Order Perturbations of Divergence Type Operators with a Spectral Gap,struct operators of this type with a spectral gap.We also report on some recent results of Alama et al. (1992) concerning spectral properties of divergence form operators .where . is a non-negative operator whose coefficients tend to zero at ∞. Here we ask for eigenvalues of . + λ., λ > 0, in a specOffensive 发表于 2025-3-23 00:25:15
Global Representation of Lagrangian Distributions,c pseudodifferential operator in the space of half-densities on . (as usual, .. = — . ∂.). Assume that the principal symbol .. of . is real and positive. We consider the fundamental solution . (.) of the following initial value problemIt is well known that . is a Lagrangian distribution of order zerIncorruptible 发表于 2025-3-23 01:36:48
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