A Class of Non-Symmetric Semi-Classical Linear Forms

Basic principle of classifying maximal antipodal sets of a compact symmetric space.. Classification of maximal antipodal sets of com- pact classical

Nomizu, Foundations of differential geometry, vol II, Inter science Tracts No.15, John Wiley and Sons, New York(1963)..

On Hilits equation and Neumann systems.... RZMS

The case when A is a first-order or second-order differential operator in the spaces L 2 (0, 2π), L 2 (0, ∞ ) or in the Hilbert space of vector-valued functions, and B is a

Now we consider two families of association schemes defined on quadratic forms and symmetric bilinear forms, respectively... These two families are not P-polynomial schemes in

Levi-Civita connection; semi-symmetric non-metric connection; quasi- Einstein manifold; semisymmetric manifold; Ricci-semisymmetric manifold.. ⃝ c 2008 Universiteti i Prishtin¨

We prove the existence and uniqueness, local in time, of a solution for a one-phase Stefan problem of a non-classical heat equation for a semi- infinite material with

The theory of this paper may be applied to a wide class of ill-posed partial differential equations in L 2 spaces including the backward heat equation with a time-dependent