50 citations to https://www.mathnet.ru/rus/sm2310
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C. K. Chui, X. Li, J. D. Ward, “On the convergence rate ofs-numbers of compact Hankel operators”, Circuits Systems and Signal Process, 11:2 (1992), 353
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Peetre J. Karlsson J., “Rational Approximation-Analysis of the Work of Pekarskii”, Rocky Mt. J. Math., 19:1 (1989), 313–333
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Devore R. Popov V., “Interpolation Spaces and Non-Linear Approximation”, Lect. Notes Math., 1302 (1988), 191–205
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Peller V., “Smoothness of Schmidt Functions of Smooth Hankel-Operators”, Lect. Notes Math., 1302 (1988), 337–346
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Alphonse P. Magnus, Nonlinear Numerical Methods and Rational Approximation, 1988, 105
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Richard Rochberg, Stephen Semmes, Contributions to Operator Theory and its Applications, 1988, 217
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А. А. Пекарский, “Чебышевские рациональные приближения в круге,
на окружности и на отрезке”, Матем. сб., 133(175):1(5) (1987), 86–102 ; A. A. Pekarskii, “Tchebycheff rational approximation in the disk, on the circle, and on a closed interval”, Math. USSR-Sb., 61:1 (1988), 87–102
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Pekarskii A., “Direct and Converse Theorems of Rational Approximation in the Spaces Lp[-1,1] and C[-1,1]”, 293, no. 6, 1987, 1307–1310
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Volberg A., Ivanov O., “Belonging of the Product of 2 Hankel-Operators to the Schatten-Vonneumann Class”, no. 4, 1987, 3–6
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А. А. Пекарский, “Классы аналитических функций, определяемые наилучшими рациональными приближениями в $H_p$”, Матем. сб., 127(169):1(5) (1985), 3–20 ; A. A. Pekarskii, “Classes of analytic functions determined by best rational approximations in $H_p$”, Math. USSR-Sb., 55:1 (1986), 1–18