A nonlocal problem for a hyperbolic equation with a singular coefficient that degenerates inside a domain

Sanam, Choriyeva, Чориева, Санам, Sanam, Choriyeva

Жамият ва инновациялар / Общество и инновации / Society and innovations · 2022-yil

Annotatsiya

The problem for hyperbolic equations that degenerate inside the domain is studied with the Bitsadze-Samarsky condition, which relates the values of the desired solution on the characteristic with the values on two special curves lying inside the domain.

Maqola ma’lumotlari
MualliflarSanam, Choriyeva, Чориева, Санам, Sanam, Choriyeva
JurnalЖамият ва инновациялар / Общество и инновации / Society and innovations
Nashr sanasi2022-05-15
Jild3
Son4/S
Betlar126-133
TilRus
DOI10.47689/2181-1415-vol3-iss4/s-pp126-133

Kalit so‘zlar

сингулярный коэффициент, гиперболических уравнений, вырождающихся внутри области, условия Бицадзе-Самарский, соҳа ичида бузиладиган, сингулар коэффициент, гиперболик тенгламалар, Бицадзе-Самарский шартлари, hyperbolic equations, degenerate within the region, singular coefficient, Bitsadze-Samarsky conditions

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