Titlebook: Operator Methods in Ordinary and Partial Differential Equations; S. Kovalevsky Sympos Sergio Albeverio,Nils Elander,Pavel Kurasov Conferenc

越自我

Sonja Kovalevsky: Her Life and Professorship at Stockholmo sections devoted to Sonja Kovalevsky. Her correspondence with Weierstraβfβ is documented in [.]. The book [.] contains details about Sonja’s connections with French mathematicians. The book [.] together with Kochina’s biography covers most of Sonja’s life.

首创精神

啮齿动物

Rigid Bodies and the Bordin Prizeibe her main result and contributions by other authors which consolidated her discovery when it was proved later that the case found in [.] is unique, i.e. except for previous cases treated by Euler and Lagrange it is only the so-called Kovalevsky gyroscope where the équations of motion can be solved by quadrature.

专心

On Integrability of Many-body Problems with Point Interactionsg the interactions which can be independent or dependent on the spin states of the particles is presented. The corresponding Bethe ansatz solutions, bound states and scattering matrices are explicitly given. Hamilton operators corresponding to special spin dependent boundary conditions are discussed.

掺假

On the Approximation of the Solution of the Schrödinger Equation by Superpositions of Stationary Solon of . and the support of the spectral measure .., . of the initial state .. is a compact subset of . Then there exist other self-adjoint extensions .. of . and finite sums .. of eigenvectors of .. such that.locally uniformly in time. Upper estimates for the rate of convergence will be given.

artifice

Lyapunov Exponents in Continuum Bernoulli-Anderson Modelsrom a discrete set of critical energies. The proof is based on Fürstenberg’s Theorem. The set of critical energies is described explicitly in terms of the transmission and reflection coefficients for scattering at the single-site potential. In examples we discuss the asymptotic behavior of generalized eigenfunctions at critical energies.

Genistein

Families of Spectral Measures with Mixed Typesw that it is possible for all .. to have dense absolutely continuous and dense singular spectrum. The construction is based on integral representations of Pick functions in the upper half-plane. We also discuss applications to the Krein spectral shift.

引起

Operator Theory: Advances and Applicationshttp://image.papertrans.cn/o/image/702321.jpg

一大块

https://doi.org/10.1007/978-3-0348-8219-4differential equation; functional analysis; mathematical physics; operator; operator theory; partial diff

adulterant

Generalized Point Models in Boundary Contact Value Problems of HydroelasticityThe generalized point model of a short joint of two fluid loaded semi-infinite thin elastic plates is constructed in the form of the zero-range potential.