Dilations of positive operator measures and bimeasures related to quantum mechanics
Dilogarithm identities for sine-Gordon and reduced sine-Gordon Y-systems.
Dimensional reduction of conformal tensors and Einstein-Weyl spaces.
Dimensions of Prym varieties.
Dirac equations with moving nuclei
Dirac field on newtonian space-time
Direct product decompositions of pseudo effect algebras
Disconnections of plane continua
The paper deals with locally connected continua in the Euclidean plane. Theorem 1 asserts that there exists a simple closed curve in that separates two given points , of if there is a subset of (a point or an arc) with this property. In Theorem 2 the two points , are replaced by two closed and connected disjoint subsets , . Again – under some additional preconditions – the existence of a simple closed curve disconnecting and is stated.
Discourse on one way in which a quantum-mechanics language on the classical logical base can be built up
Discrete approaches to quantum gravity in four dimensions.
Discrete breathers in anharmonic models with acoustic phonons
Discrete spectrum of operator valued Friedrichs models
Discrete vector models for catalysis and autocatalysis.
Discretization and Moyal brackets.
Discretized representations of harmonic variables by bilateral Jacobi operators.
Dispersive waves and caustics.
Distortion analyticity and molecular resonance curves
Distribution laws for integrable eigenfunctions
We determine the asymptotics of the joint eigenfunctions of the torus action on a toric Kähler variety. Such varieties are models of completely integrable systems in complex geometry. We first determine the pointwise asymptotics of the eigenfunctions, which show that they behave like Gaussians centered at the corresponding classical torus. We then show that there is a universal Gaussian scaling limit of the distribution function near its center. We also determine the limit...
Distribution of matrix elements and level spacings for classically chaotic systems
Distributional asymptotic expansions of spectral functions and of the associated Green kernels.