Научные статьиM.H.Sayidova, S.U.Pulatova2025
Eigenvalues and virtual levels of a family of 2 × 2 operator matrices
TULKIN H. RASULOV · ELYOR B. DILMURODOV
Научные статьи · 2010
Аннотация
In the present paper we consider a family of 2 × 2 operator matrices Aµ(k), k ∈ T3:= (−π, π]3, µ > 0, associated with the Hamiltonian of a system consisting of at most two particles on a three-dimensional lattice Z3, interacting via creation and annihilation operators.
Доказательный фрагмент
«In the present paper we consider a family of 2 × 2 operator matrices Aµ(k), k ∈ T3:= (−π, π]3, µ > 0, associated with the Hamiltonian of a system consisting of at most two particles on a three-dimensional lattice Z3,…»
Образец извлечения
Демо-превьюIn the present paper we consider a family of 2 × 2 operator matrices Aµ(k), k ∈ T3:= (−π, π]3, µ > 0, associated with the Hamiltonian of a system consisting of at most two particles on a three-dimensional lattice Z3,… Полный текст публикации CiteX не хранит — доступ к первоисточнику открывается по DOI согласно лицензии издателя и выбранному плану.
Смежные источники
Общество и инновацииKhosiyat MAMATKULOVA2024
Научные статьиI.B.Yangiboyev, E.X.Berdanov +22025
Академические исследования в современной наукеKhudaiberdiyeva Arafat Israilovna, Ph.D Professor hudayberdiyevaarofat@gmail.com +12026