FUNDAMENTALNAYA
I PRIKLADNAYA MATEMATIKA
(FUNDAMENTAL AND APPLIED MATHEMATICS)
1998, VOLUME 4, NUMBER 4, PAGES 1423-1426
M. A. Nazarenko
Abstract
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For any natural number $k$ the function from the Hardy space $H_2$
is found that its rational approximation of $(k,1)$ degree
with pole in $1/\sqrt{2}$
gives the best local nonglobal approximation in the set of all rational
functions of $(k,1)$ degree.
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