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are offered. Forms of work of students in the conditions of the level differentiation, promoting strong

functional differential equation in the divergent form with dilation, contraction and rotation

of nonlinear neutral first-order differential equations with several delays of the form (Equation presented

, using methods of differential geometry and computer design. All surfaces are plotted by means

Geometry Method and the computation of normal forms. We look for the complete set of necessary conditions

of the domain where the equations hold. A logarithmic-type stability result is obtained. The main method

We consider a certain class of discrete pseudo-differential operators and related equations in a

in algebraic form. Spectral properties of strongly elliptic functional-differential operators are studied

We consider second-order differential-difference equations in bounded domains in the case where

elliptic functional-differential equations in bounded domains, extending the author's earlier work [{it

Страница 15 из 5824