ISSN 1727-7108. Вісник ТНТУ, № 4 (84), 2016 …………………………………………………………………………………… 161 ДЛЯ НОТАТОК __________________________________________________________________________________________________________________________________________________________________

Existence of weak solutions and an L ∞ -estimate are shown for nonlinear non- degenerate parabolic systems with linear growth conditions with respect to the gradient.. The L ∞

The convergence of difference schemes was proved first locally, next in the unbounded case for differential problems [2], and finally for differential-functional systems using a

The paper is organized as follows: 1) formulation of the differential-functional problem and standard assumptions on coercivity and boundedness of the leading term, 2) formulation

The other step in the proof requires estimates for degenerate Fourier integral operators which are similar to those arising in the Goursat problem.. We shall postpone the statement

If A is scalar, then {e −sA } s≥0 is the Laplace–Stieltjes transform of a measure of bounded variation, while if A is well-bounded, then {e −sA } s≥0 is the once-integrated

In [5 a ] solutions of certain nonlocal problems for elliptic differential equations are reduced to the classical Wiener-Hopf integral equation and dual integral equations

The existence and the multiplicity of T-periodic solutions for this problem are shown when g(t,x,ξ) ξ lies between two higher eigenvalues of −∆ in Ω with the Dirichlet

Проте вплив попереднього комбінованого навантаження при температурі 423К і 623К на напруження сколювання залежить від величини пластичної