Ilim ha’m ja’miyet 1-1-san (2022) · 18-20-betler

LERE-KOPPELMANNÍŃ TIYKARǴÍ INTEGRALLÍQ FORMULASÍ HÁM ONNAN KELIP SHÍǴÍWSHÍ NÁTIYJE

Qutlımuratov, B.J., Ubbiniyazova, A.B.

Derekkózde oqıw

Annotaciya

The article uses integral formulas with holomorphic kernels. The basic Leray-Koppleman integral formula is studied. The validity of the generalization of the Cauchy-Fantappe formula is proved.

дифференциальная формаинтегральная формула с голоморфным ядромвекторная функцияточная формаdifferential formintegral formula with holomorphic kernelvector functionexact form

Metadata derekkózi: jurnal OAI-PMH arxivi · Sindex tolıq mátindi saqlamaydı, derekkózge silteme beredi.

Dáyeksóz alıw

APA 7 
Qutlımuratov, B.J. & Ubbiniyazova, A.B. (2022). LERE-KOPPELMANNÍŃ TIYKARǴÍ INTEGRALLÍQ FORMULASÍ HÁM ONNAN KELIP SHÍǴÍWSHÍ NÁTIYJE. Ilim ha’m ja’miyet, (1-1), 18-20.
GOST R 7.0.5 
Qutlımuratov, B.J., Ubbiniyazova, A.B. LERE-KOPPELMANNÍŃ TIYKARǴÍ INTEGRALLÍQ FORMULASÍ HÁM ONNAN KELIP SHÍǴÍWSHÍ NÁTIYJE // Ilim ha’m ja’miyet. 2022. № 1-1. С. 18-20.
BibTeX 
@article{b.j.2022,
  author  = {Qutlımuratov, B.J. and Ubbiniyazova, A.B.},
  title   = {LERE-KOPPELMANNÍŃ TIYKARǴÍ INTEGRALLÍQ FORMULASÍ HÁM ONNAN KELIP SHÍǴÍWSHÍ NÁTIYJE},
  journal = {Ilim ha’m ja’miyet},
  year    = {2022},
  number  = {1-1},
  pages   = {18-20}
}
RIS 
TY  - JOUR
AU  - Qutlımuratov, B.J.
AU  - Ubbiniyazova, A.B.
TI  - LERE-KOPPELMANNÍŃ TIYKARǴÍ INTEGRALLÍQ FORMULASÍ HÁM ONNAN KELIP SHÍǴÍWSHÍ NÁTIYJE
JO  - Ilim ha’m ja’miyet
PY  - 2022
IS  - 1-1
SP  - 18
EP  - 20
ER  -