A Characterization of the K-Functional for the Algebraic Version of the Trigonometric Jackson Integrals Gs, n in Generalized Weighted Integral Metric

Teodora Zapryanova

Детайли

Източник: New Trends in the Applications of Differential Equations in Sciences : NTADES 2024 : 11th International Conference, Saints Constantine and Helena, Bulgaria, July 7-10, 2024
Издателство: Springer Publ.
Местоиздаване: Cham
Година на издаване: 2022
Страници: pp. 119-129. - (PROMS ; Vol. 488)

ISBN: ISSN 2194-1009 (print) ; 2194-1017 (online); 978-3
Забележка: https://doi.org/10.1007/978-3-031-83398-4_9
; Part of the Springer Proceedings in Mathematics & Statistics book series (PROMS ; Vol. 488)
https://www.scopus.com/record/display.uri?eid=2-s2.0-105006416673&origin=recordpage

https://link.springer.com/chapter/10.1007/978-3-031-83398-4_9
Системен №: 15615
Допълнителна сигнатура: Z 31

Действия

Виж още

Proceedings of the Second Conference on Innovative Teaching Methods (ITM 2017), 28-29 June 2017, Varna

(2017)

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Алманах [на] Икономически университет - Варна]

(2015)

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APA Chicago / Turabian (16th edition) Harvard MLA (7th edition) Vancouver

Zapryanova, T. A Characterization of the K-Functional for the Algebraic Version of the Trigonometric Jackson Integrals Gs, n in Generalized Weighted Integral Metric. Cham: Springer Publ., 2022 pp. 119-129. - (PROMS ; Vol. 488), ISSN 2194-1009 (print) ; 2194-1017 (online); 978-3.

Zapryanova, T. (2022) A Characterization of the K-Functional for the Algebraic Version of the Trigonometric Jackson Integrals Gs, n in Generalized Weighted Integral Metric, Cham: Springer Publ. pp. 119-129. - (PROMS ; Vol. 488), ISSN 2194-1009 (print) ; 2194-1017 (online); 978-3.

Zapryanova, T. (2022). A Characterization of the K-Functional for the Algebraic Version of the Trigonometric Jackson Integrals Gs, n in Generalized Weighted Integral Metric. Cham: Springer Publ., pp. 119-129. - (PROMS ; Vol. 488).

Zapryanova T. A Characterization of the K-Functional for the Algebraic Version of the Trigonometric Jackson Integrals Gs, n in Generalized Weighted Integral Metric. Cham: Springer Publ.; 2022. p. pp. 119-129. - (PROMS ; Vol. 488). ISBN: ISSN 2194-1009 (print) ; 2194-1017 (online); 978-3.