scientific article; zbMATH DE number 3304421
From MaRDI portal
zbMath0191.43802MaRDI QIDQ5585732
Publication date: 1969
Title: zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Related Items
Computing quantum dynamics in the semiclassical regime, Linear operators, Fourier integral operators and \(k\)-plane transforms on rearrangement-invariant quasi-Banach function spaces, Hamiltonian dynamics of semiclassical Gaussian wave packets in electromagnetic potentials, Quantized contact transformations and pseudodifferential operators of infinite order, Étude semi-classique d'observables quantiques, Spectral asymptotics of Toeplitz operators on Zoll manifolds, Symplectic semiclassical wave packet dynamics II: non-Gaussian states, Aspetti geometrici in Analisi Algebrica, Wave-trace invariants, Quantum ergodicity and localization of plasmon resonances, Weak similarity orbit of (log)‐self‐similar Markov semigroups on the Euclidean space, Constructing KMS states from infinite-dimensional spectral triples, Surface concentration of transmission eigenfunctions, Geometry and dynamics of Gaussian wave packets and their Wigner transforms, Observability properties of the homogeneous wave equation on a closed manifold, Microlocal analysis, Elliptic \(\mathbb{Z}\)-operators associated with the metaplectic group, Approximation of semiclassical expectation values by symplectic Gaussian wave packet dynamics, The Egorov theorem for transverse Dirac-type operators on foliated manifolds, Spectral monodromy of non-self-adjoint operators, Professor Mikio Sato and microlocal analysis, Quantum and classical ergodicity of spinning particles, Microformal geometry and homotopy algebras, On the reduction of certain pseudodifferential operators with noninvolutive characteristics, Analytic and algebraic indices of elliptic operators associated with discrete groups of quantized canonical transformations, Fefferman's SAK principle in one dimension, A version of Egorov's theorem for systems of hyperbolic pseudo- differential equations, Uniform semiclassical estimates for the propagation of quantum observables., Sharp Local Smoothing Estimates for Fourier Integral Operators, On the classical support of quantum mechanical wavefunctions
