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Trudy Instituta matematiki i mehaniki
Tome 7 (2001)
no. 1
Précédent
Suivant
Approximation theory. Asymptotical expansions
Sommaire
Conditions for the finiteness of majorants for sequences of operators and convergence of Fourier series
N. Yu. Antonov
p. 3-20
Tur\'an's problem for positive definite functions with supports in a~hexagon
V. V. Arestov
;
E. E. Berdysheva
p. 21-29
On the Jackson--Stechkin inequality for the best
$L^2$
-approximations of functions by trigonometric polynomials
A. G. Babenko
p. 30-46
Orders of the weighted Lebesgue constants for Fourier sums with respect to orthogonal polynomials
V. M. Badkov
p. 47-61
The Jackson--Stechkin inequality with a~nonclassic modulus of continuity
N. A. Baraboshkina
p. 62-66
Introducing an equivalent metric in a~linear space by a~family of its subsets
A. I. Vasil'ev
p. 67-74
The Jackson--Stechkin inequality in
$L_2[-\pi,\pi]$
S. N. Vasil'ev
p. 75-84
Weak perturbations of solutions with movable singularities
L. A. Kalyakin
p. 85-104
Asymptotics of a~solution of the Kadomtsev-Petviashvili-2 equation
O. M. Kiselev
p. 105-134
The error of interpolation of functions by polynomials on
$n$
-simplexes
A. G. Kuptsova
p. 135-143
A~problem of extremal interpolation for multivariate functions
S. I. Novikov
;
V. T. Shevaldin
p. 144-159
On the Ostrovskii--Peresyolkova conjecture about zeros of the Mittag-Leffler functions
A. Yu. Popov
p. 160-174
Approximative properties of interpolating
$\mathcal L$
-splines
A. A. Sazanov
p. 175-196
Trigonometric series with monotone type coefficients
S. B. Stechkin
p. 197-207
Splines and relative widths of classes of differentiable functions
Yu. N. Subbotin
;
S. A. Telyakovskii
p. 208-216
Wavelets which are orthonormal with respect to an inner product in the Sobolev space
$W_2^m$
of periodic functions
Yu. N. Subbotin
;
N. I. Chernykh
p. 217-230
The Jackson--Stechkin inequality in the space
$C(\mathbb T)$
with trigonometric continuity modulus annihilating the first harmonics
V. T. Shevaldin
p. 231-237
Errata: ``Control of motion of multilink systems over a~rough plane''
F. L. Chernous'ko