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the Chebyshev polynomials are orthogonal in the interval
-1; 1
over a weight w
x
. it is easy to establish that these eigenfunctions are orthogonal with the weight p
ортогональны с весом
(x, y)
the points 0 and 1 in
0,1
are not the centers of open intervals entirely contained in
0,1
полностью содержащийся в
Wold's Markov process of intervals
процесс интервалов Маркова Волда
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