Editors’ Summary of the Special Issue dedicated to the 5th International Conference on Matrix Analysis and Applications
Educare alla scoperta. Le lezioni di Corrado Segre alla Scuola di Magistero
Eigenvalue problems with functional-differential equations
Eigenvalues of conformally invariant operators on spheres
Eight exactly solvable complex potentials in Bender-Boettcher quantum mechanics
This is a readable review of recent work on non-Hermitian bound state problems with complex potentials. A particular example is the generalization of the harmonic oscillator with the potentials: Other examples include complex generalizations of the Morse potential, the spiked radial harmonic potential, the Kratzer-Coulomb potential, the Rosen Morse oscillator and others. Instead of demanding Hermiticity the condition required is where changes the parity and transforms to .
Ein Kompaktheitskriterium für Abbildungsräume mit einer verallgemeinerten uniformen Struktur
Eine fixierte Kurve in
Eine natürliche Topologisierung der Potenzmenge eines topologischen Raumes
Electronic resources: The Ohio State University EESEE project.
Elementární funkce [Book]
Elliptic partial differential equations and ordinary differential equations in Banach space
Embeddable spaces and duality in topological categories
Embedding compacta up to shape
Embedding of a Urysohn differentiable manifold with corners in a real Banach space
Summary: We prove a characterization of the immersions in the context of infinite dimensional manifolds with corners, we prove that a Hausdorff paracompact -manifold whose charts are modelled over real Banach spaces which fulfil the Urysohn -condition can be embedded in a real Banach space, , by means of a closed embedding, , such that, locally, its image is a totally neat submanifold of a quadrant of a closed vector subspace of and finally we prove that a Hausdorff paracompact topological...
Embeddings of Sobolev spaces
Empirické formule, vyskytující se ve fysikálně chemických aplikacích
Energetic estimates analogous to the Saint-Venant principle and their applications
Entropy numbers of operators in Banach spaces
Enumeration in musical theory.
Equicontinuity and the theorem of ARZELA-ASCOLI in uniform convergence spaces