Boundary value problem for an equation involving a fourth-order laplace operator of complex type

Goziyev, Qobiljon Solijonovich, Sharifjonova, Nozimaxon Soyibjon qizi, Гозиев, Кобилжон Солижонович, Шарифжонова, Нозимахон Сойибжон кизи, Gʻoziyev, Qobiljon Solijonovich, Sharifjonova, Nozimaxon Soyibjon qizi

Research Focus · 2026-yil

Annotatsiya

The article considers a boundary value problem for a fourth-order equation of complex type. The uniqueness of the solution is proved by the integral energy method, while the existence of the solution is established using the theory of integral equations.

Maqola ma’lumotlari
MualliflarGoziyev, Qobiljon Solijonovich, Sharifjonova, Nozimaxon Soyibjon qizi, Гозиев, Кобилжон Солижонович, Шарифжонова, Нозимахон Сойибжон кизи, Gʻoziyev, Qobiljon Solijonovich, Sharifjonova, Nozimaxon Soyibjon qizi
JurnalResearch Focus
NashriyotВетеринария ИТИ ва “Илм-фан ва инновациялар академияси” МЧЖ
ISSN2181-3833
Nashr sanasi2026-07-05
Jild5
Son6
Betlar10-20
TilIngliz
Ilmiy sohaVeterinariya
DOI10.66073/researchfocus.v5i6.2378
Indeksga qo‘shilgan2026-09-08

Kalit so‘zlar

Green’s formula, higher-order equation, Laplace operator, uniqueness of the solution, existence of the solution, energy integral, Grin formulasi, yuqori tartibli tenglama, Laplas operatori, yechimning yagonaligi, yechimning mavjudligi, energiya integrali, формула Грина, уравнение высокого порядка, оператор Лапласа, единственность решения, существование решения, интеграл энергии

Ilmiy soha

Iqtibos keltirish

APAGoziyev, Qobiljon Solijonovich, Sharifjonova, Nozimaxon Soyibjon qizi, Гозиев, Кобилжон Солижонович, Шарифжонова, Нозимахон Сойибжон кизи, Gʻoziyev, Qobiljon Solijonovich, & Sharifjonova, Nozimaxon Soyibjon qizi (2026). BOUNDARY VALUE PROBLEM FOR AN EQUATION INVOLVING A FOURTH-ORDER LAPLACE OPERATOR OF COMPLEX TYPE. Research Focus, 5(6), 10-20. https://doi.org/10.66073/researchfocus.v5i6.2378
GOST (OAK)Goziyev, Qobiljon Solijonovich va b. BOUNDARY VALUE PROBLEM FOR AN EQUATION INVOLVING A FOURTH-ORDER LAPLACE OPERATOR OF COMPLEX TYPE // Research Focus. – 2026. – T. 5, № 6. – P. 10-20. – DOI: 10.66073/researchfocus.v5i6.2378.
MLAGoziyev, Qobiljon Solijonovich, Sharifjonova, Nozimaxon Soyibjon qizi, Гозиев, Кобилжон Солижонович, Шарифжонова, Нозимахон Сойибжон кизи, Gʻoziyev, Qobiljon Solijonovich, and Sharifjonova, Nozimaxon Soyibjon qizi. “BOUNDARY VALUE PROBLEM FOR AN EQUATION INVOLVING A FOURTH-ORDER LAPLACE OPERATOR OF COMPLEX TYPE.” Research Focus, 5(6), 10-20, 2026. https://doi.org/10.66073/researchfocus.v5i6.2378
ChicagoGoziyev, Qobiljon Solijonovich, Sharifjonova, Nozimaxon Soyibjon qizi, Гозиев, Кобилжон Солижонович, Шарифжонова, Нозимахон Сойибжон кизи, Gʻoziyev, Qobiljon Solijonovich, and Sharifjonova, Nozimaxon Soyibjon qizi. “BOUNDARY VALUE PROBLEM FOR AN EQUATION INVOLVING A FOURTH-ORDER LAPLACE OPERATOR OF COMPLEX TYPE.” Research Focus, 5(6), 10-20 (2026). https://doi.org/10.66073/researchfocus.v5i6.2378
HarvardGoziyev, Qobiljon Solijonovich, Sharifjonova, Nozimaxon Soyibjon qizi, Гозиев, Кобилжон Солижонович, Шарифжонова, Нозимахон Сойибжон кизи, Gʻoziyev, Qobiljon Solijonovich, and Sharifjonova, Nozimaxon Soyibjon qizi (2026) ‘BOUNDARY VALUE PROBLEM FOR AN EQUATION INVOLVING A FOURTH-ORDER LAPLACE OPERATOR OF COMPLEX TYPE’, Research Focus, 5(6), 10-20. https://doi.org/10.66073/researchfocus.v5i6.2378
BibTeX
@article{goziyevqobiljonsolijonovich2026,
  title = {BOUNDARY VALUE PROBLEM FOR AN EQUATION INVOLVING A FOURTH-ORDER LAPLACE OPERATOR OF COMPLEX TYPE},
  author = {Goziyev, Qobiljon Solijonovich and Sharifjonova, Nozimaxon Soyibjon qizi and Гозиев, Кобилжон Солижонович and Шарифжонова, Нозимахон Сойибжон кизи and Gʻoziyev, Qobiljon Solijonovich and Sharifjonova, Nozimaxon Soyibjon qizi},
  journal = {Research Focus},
  year = {2026},
  volume = {5},
  number = {6},
  pages = {10-20},
  doi = {10.66073/researchfocus.v5i6.2378},
  url = {https://doi.org/10.66073/researchfocus.v5i6.2378}
}

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