T. Alexeeva

activity

20182021

L^{p}

norm on a chord arc curve in

R^{3}

1 citations · 1 across the 2 of their papers we have counts for

collaborators

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math.CA2021★ 1 cited

H{ö}lder classes in $L^{p}$ norm on a chord arc curve in $R^{3}$

Tatyana A. Alexeeva, Nikolay A. Shirokov

We define H{ö}lder classes in the $L^{p}$ norm on a chord-arc curve in $R^{3}$ and prove direct and inverse approximation theorems for functions from these classes by function…

math.CA2019

Constructive description of H{ö}lder-like classes on an arc in $R^{3}$ by means of harmonic functions

Tatyana A. Alexeeva, Nikolay A. Shirokov

We give a constructive description of H{ö}lder-like classes of functions on chord-arc curves in $R^{3}$ in terms of a rate of approximation by harmonic functions in shrinkin…

H{ö}lder classes in Lp norm on a chord arc curve in R3

Constructive description of H{ö}lder-like classes on an arc in R3 by means of harmonic functions

H{ö}lder classes in $L^{p}$ norm on a chord arc curve in $R^{3}$

Constructive description of H{ö}lder-like classes on an arc in $R^{3}$ by means of harmonic functions