Sequences of dilations and translations equivalent to the Haar system in L p -spaces von Astashkin, Sergey V., Terekhin, Pavel A.

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Representing Systems of Dilations and Translations in Symmetric Function Spaces von Astashkin, Sergey V., Terekhin, Pavel A.

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A representing system generated by the Szegö kernel for the Hardy space von Speransky, Konstantin S., Terekhin, Pavel A.

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Orthorecursive expansions generated by the Szego kernel von Terekhin, P. A.

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Sequences of dilations and translations equivalent to the Haar system in Lp-spaces von Astashkin, Sergey V., Terekhin, Pavel A.

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Sequences of dilations and translations in function spaces von Astashkin, Sergey V., Terekhin, Pavel A.

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Banach frames in the affine synthesis problem von Terekhin, Pavel A

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Best approximation of functions in $ L_p$ by polynomials on affine system von Terekhin, Pavel A

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Best approximation of functions in L{sub p} by polynomials on affine system von Terekhin, Pavel A

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Linear algorithms of affine synthesis in the Lebesgue space $ L^1 \lbrack 0,1 \rbrack von Terekhin, Pavel A

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Banach frames in the affine synthesis problem von Terekhin, Pavel A

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Affine synthesis in the space $ L^2(\mathbb R^d) von Terekhin, Pavel A

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Sequences of dilations and translations equivalent to the Haar system in $L^p$-spaces von Astashkin, Sergey V, Terekhin, Pavel A

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Representing systems of dilations and translations in symmetric spaces von Astashkin, Sergey V, Terekhin, Pavel A

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A representing system generated by the Szeg\"{o} kernel for the Hardy space von Speransky, Konstantin S, Terekhin, Pavel A

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Sequences of dilations and translations equivalent to the Haar system in \(L^p\)-spaces von Astashkin, Sergey V, Terekhin, Pavel A

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Best approximation of functions in by polynomials on affine system von Terekhin, Pavel A

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Linear algorithms of affine synthesis in the Lebesgue space von Terekhin, Pavel A

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A representing system generated by the Szegö kernel for the Hardy space von Speransky, Konstantin S, Terekhin, Pavel A

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Affine synthesis in the space von Terekhin, Pavel A

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