Type-B formal higher spin gravity
M Grigoriev, E Skvortsov - Journal of High Energy Physics, 2018 - Springer
A bstract We propose non-linear equations for the formal Type-B Higher Spin Gravity that is
dual to the free fermion or to the Gross-Neveu model, depending on the boundary …
dual to the free fermion or to the Gross-Neveu model, depending on the boundary …
Separation of variables in the semistable range
R Lávička - Topics in Clifford Analysis: Special Volume in Honor of …, 2019 - Springer
In this paper, we give an alternative proof of separation of variables for scalar-valued
polynomials P:(ℝ m) k→ ℂ P:(R^ m)^ k → C in the semistable range m≥ 2 k− 1 for the …
polynomials P:(ℝ m) k→ ℂ P:(R^ m)^ k → C in the semistable range m≥ 2 k− 1 for the …
Representations of the Lie superalgebra osp (1| 2n) with polynomial bases
AK Bisbo, H De Bie, J Van der Jeugt - SIGMA. Symmetry, Integrability …, 2021 - emis.de
We study a particular class of infinite-dimensional representations of $\mathfrak {osp}(1| 2n)
$. These representations $ L_n (p) $ are characterized by a positive integer $ p $, and are …
$. These representations $ L_n (p) $ are characterized by a positive integer $ p $, and are …
Bases for infinite dimensional simple osp (1| 2n)-modules respecting the branching osp (1| 2n)⊃ gl (n)
AK Bisbo, J Van der Jeugt - Journal of Mathematical Physics, 2022 - pubs.aip.org
We study the effects of the branching osp (1| 2 n)⊃ gl (n) on a particular class of simple
infinite-dimensional osp (1| 2 n)-modules L (p) characterized by a positive integer p. In the …
infinite-dimensional osp (1| 2 n)-modules L (p) characterized by a positive integer p. In the …
Решение задачи Шапиро для оператора свертки
АУ Муллабаева - Известия Уфимского научного центра РАН, 2017 - elibrary.ru
Посвящена решению задачи Шапиро для оператора свертки, связанного с
пространством Баргмана-Фока. Рассмотрим однородное дифференциальное …
пространством Баргмана-Фока. Рассмотрим однородное дифференциальное …
[PDF][PDF] Representations of the Lie Superalgebra osp (1l2n) with Polynomial Bases
KB Asmus, H DE BIE, J VAN DER JEUGT - imath.kiev.ua
We study a particular class of infinite-dimensional representations of osp (1| 2n). These
representations Ln (p) are characterized by a positive integer p, and are the lowest …
representations Ln (p) are characterized by a positive integer p, and are the lowest …
Representations of the Lie Superalgebra with Polynomial Bases
AK Bisbo, H De Bie, J Van der Jeugt - arXiv preprint arXiv:1912.06488, 2019 - arxiv.org
We study a particular class of infinite-dimensional representations of $\mathfrak {osp}(1| 2n)
$. These representations $ L_n (p) $ are characterized by a positive integer $ p $, and are …
$. These representations $ L_n (p) $ are characterized by a positive integer $ p $, and are …
[PDF][PDF] Polynomial Representations of the Lie superalgebra osp (1| 2n)
AK Bisbo, H De Bie… - arXiv preprint arXiv …, 2019 - mphys10.ipb.ac.rs
Polynomial Representations of the Lie superalgebra osp(1"026A30C 2 n) Page 1 Polynomial
Representations of the Lie superalgebra osp(1|2n) Asmus Kjær Bisbo Department of Applied …
Representations of the Lie superalgebra osp(1|2n) Asmus Kjær Bisbo Department of Applied …
[引用][C] Basis construction for representations of orthosymplectic algebras
A Bisbo - 2022 - biblio.ugent.be
While the work leading to this thesis began four years ago when I was offered to come and
do my Ph. D. here in Ghent, my wish to write it came much earlier. Whether it was because of …
do my Ph. D. here in Ghent, my wish to write it came much earlier. Whether it was because of …