This study aims to extend the sharp version of the Sobolev

Author

Idris, Isam al-Din Ashaq

Source

Al-ghulzum Scientific Journal

Issue

Vol. 2022, Issue 12 (31 Jan. 2022), pp.157-184, 28 p.

Publisher

مركز بحوث و دراسات دول حوض البحر الأحمر

Publication Date

2022-01-31

Country of Publication

Sudan

No. of Pages

28

Main Subjects

Engineering & Technology Sciences (Multidisciplinary)

Abstract EN

This study aims to extend the sharp version of the Sobolev embedding thcorcm,by using a natural extension of the L(2 — e, 1 — e) spaces with a new form of the PcSlya-Szcgo symmctrization principle, it follows the dcscriptivc method, and the study found that Y2+e( oo, 1 + e) is not larger than any r.

s.

spacc X(fl) such that Wr0(1+e,K)(n) c A”(n),this result extends, complements, simplifies and sharpens all the rcccnt results.

American Psychological Association (APA)

Idris, Isam al-Din Ashaq. 2022. This study aims to extend the sharp version of the Sobolev. Al-ghulzum Scientific Journal،Vol. 2022, no. 12, pp.157-184.
https://search.emarefa.net/detail/BIM-1436306

Modern Language Association (MLA)

Idris, Isam al-Din Ashaq. This study aims to extend the sharp version of the Sobolev. Al-ghulzum Scientific Journal No. 12 (Jan. 2022), pp.157-184.
https://search.emarefa.net/detail/BIM-1436306

American Medical Association (AMA)

Idris, Isam al-Din Ashaq. This study aims to extend the sharp version of the Sobolev. Al-ghulzum Scientific Journal. 2022. Vol. 2022, no. 12, pp.157-184.
https://search.emarefa.net/detail/BIM-1436306

Data Type

Journal Articles

Language

English

Notes

Includes bibliographical references : p. 183-184

Record ID

BIM-1436306