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Theory and applications of differentiable functions of several variables. 16 (proc. of the Steklov institute of mathematics 204)

Langue : Anglais

Auteur :

E. I. Berezhno: Sharp estimates for operators on cones in ideal spaces, M. Z. Berkola ko and I. Ya. Novikov: Unconditional bases in spaces of functions of anisotropic smoothness, K. Kh. Bo matov: Asymptotic behavior of the Green function of parabolic equations and of the kernels of complex powers of the resolvent of elliptic operators, V. I. Burenkov and V. A. Gusakov: On precise constants in Sobolev imbedding theorems. III, V. I. Burenkov and M. Sh. Tuyakbaev: On Fourier integral multipliers in weighted Lp-spaces with an exponential weight. II, V. S. Guliev: Two-weighted inequalities for integral operators in Lp-spaces, and their applications, V. S. Guliev and P. I. Lizorkin: Classes of holomorphic and harmonic functions in the polydisk in connection with their boundary values, G. A. Kalyabin: Pointwise multipliers in certain Sobolev spaces containing unbounded functions, L. D. Kudryavtsev: On some inequalities for functions and their derivatives on an infinite interval, P. I. Lizorkin and Kh. P. Rustamov: Nikolskii-Besov spaces on the sphere in connection with approximation theory, S. M. Nikolskii: More on approximation by entire functions of exponential type and by polynomials, Yu. S. Nikolskii: Imbedding theorems for anisotropic weighted spaces of differentiable functions on open sets, R. Oiarov: Two-sided norm estimates for certain classes of integral operators, S. I. Pokhozhaev: On entire radial solutions of quasilinear elliptic equations, Kh. P. Rustamov: On equivalence of different moduli of smoothness on the sphere, E. I. Berezhno: Sharp estimates for operators on cones in ideal spaces, M. Z. Berkola ko and I. Ya. Novikov: Unconditional bases in spaces of functions of anisotropic smoothness, K. Kh. Bo matov: Asymptotic behavior of the Green function of parabolic equations and of the kernels of complex powers of the resolvent of elliptic operators, V. I. Burenkov and V. A. Gusakov: On precise constants in Sobolev imbedding theorems. III, V. I. Burenkov and M. Sh. Tuyakbaev: On Fourier integral multipliers
This book explores various topical trends in the theory of differentiable functions of several real variables and its applications. Readership : Research mathematicians in functional analysis.

Date de parution :

Ouvrage de 260 p.

25.4x18.4 cm

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