Estimates for Green function and Poisson kernels of higher-order Dirichlet boundary value
problems Page 1 J. Differential Equations 205 (2004) 466–487 Estimates for Green function …

It is shown that the defined distribution of linear physico-mechanical parameters of the
medium and pressure don't correspond to fundamental requirements of mechanics of …

Abstract Let α> 0, H=(− Δ) α+ V (x), V (x) belongs to the higher order Kato class K 2 α (R n).
For 1≤ p≤∞, we prove a polynomial upper bound of‖ e− it H (H+ M)− β‖ L p, L p in terms …

We study the boundedness of the sublinear integral operators generated by Calderón–
Zygmund operator and their commutators with BMO functions on generalized Morrey …

We consider certain constant-coefficient differential operators on R d that have positive-
definite symbols. Each such operator Λ with symbol P defines a semigroup of operators e− t …

Explicit Estimates on the Fundamental Solution of Higher-Order Parabolic Equations with
Measurable Coefficients Page 1 Journal of Differential Equations 174, 442 463 (2001) Explicit …

We analyze a general class of self-adjoint difference operators H_ ε= T_ ε+ V_ ε\,\rm on\,\, ℓ^
2 ((ε Z)^ d), where V ε is a one-well potential and ε is a small parameter. We construct a …

A priori estimates are derived for solutions to Dirichlet problem for polyharmonic equations
in bounded smooth domains. A problem in generalized Morrey spaces is considered. Based …

We analyze the asymptotic behavior in the limit epsilon to zero for a wide class of difference
operators H_epsilon= T_epsilon+ V_epsilon with underlying multi-well potential. They act on …

We analyze a general class of self-adjoint difference operators H 𝜀= T 𝜀+ V 𝜀 on ℓ 2 ((𝜀 ℤ)
d), where V 𝜀 is a multi-well potential and 𝜀 is a small parameter. We give a coherent review …