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Author ID: kubo.toshihisa Recent zbMATH articles by "Kubo, Toshihisa"
Published as: Kubo, Toshihisa
External Links: MGP
Documents Indexed: 16 Publications since 2011, including 1 Book and 2 Additional arXiv Preprints
Reviewing Activity: 11 Reviews
Co-Authors: 3 Co-Authors with 7 Joint Publications
79 Co-Co-Authors

Publications by Year

Citations contained in zbMATH Open

12 Publications have been cited 40 times in 27 Documents Cited by Year
Conformal symmetry breaking operators for differential forms on spheres. Zbl 1353.53002
Kobayashi, Toshiyuki; Kubo, Toshihisa; Pevzner, Michael
20
2016
Vector-valued covariant differential operators for the Möbius transformation. Zbl 1321.58033
Kobayashi, Toshiyuki; Kubo, Toshihisa; Pevzner, Michael
5
2014
On the reducibility of scalar generalized Verma modules associated to maximal parabolic subalgebras. Zbl 1503.17016
He, Haian; Kubo, Toshihisa; Zierau, Roger
4
2019
A system of third-order differential operators conformally invariant under \(\mathfrak {sl}(3,\mathbb C)\) and \(\mathfrak {so}(8,\mathbb C)\). Zbl 1236.22007
Kubo, Toshihisa
3
2011
On the homomorphisms between the generalized Verma modules arising from conformally invariant systems. Zbl 1277.22015
Kubo, Toshihisa
3
2013
The Dynkin index and conformally invariant systems associated to parabolic subalgebras of Heisenberg type. Zbl 1338.17010
Kubo, Toshihisa
2
2014
Special values for conformally invariant systems associated to maximal parabolics of quasi-Heisenberg type. Zbl 1298.22016
Kubo, Toshihisa
2
2014
On reducibility criterions for scalar generalized Verma modules associated to maximal parabolic subalgebras. Zbl 1394.17016
Kubo, Toshihisa
2
2016
Conformally invariant systems of differential operators associated to maximal parabolics of quasi-Heisenberg type. Zbl 1277.22013
Kubo, Toshihisa
2
2013
Classification of differential symmetry breaking operators for differential forms. (Classification des opérateurs de brisure de symétrie pour les formes différentielles.) Zbl 1341.58002
Kobayashi, Toshiyuki; Kubo, Toshihisa; Pevzner, Michael
1
2016
Systems of differential operators and generalized Verma modules. Zbl 1290.22009
Kubo, Toshihisa
1
2014
Conformal symmetry breaking operators for anti-de Sitter spaces. Zbl 1403.53081
Kobayashi, Toshiyuki; Kubo, Toshihisa; Pevzner, Michael
1
2018
On the reducibility of scalar generalized Verma modules associated to maximal parabolic subalgebras. Zbl 1503.17016
He, Haian; Kubo, Toshihisa; Zierau, Roger
4
2019
Conformal symmetry breaking operators for anti-de Sitter spaces. Zbl 1403.53081
Kobayashi, Toshiyuki; Kubo, Toshihisa; Pevzner, Michael
1
2018
Conformal symmetry breaking operators for differential forms on spheres. Zbl 1353.53002
Kobayashi, Toshiyuki; Kubo, Toshihisa; Pevzner, Michael
20
2016
On reducibility criterions for scalar generalized Verma modules associated to maximal parabolic subalgebras. Zbl 1394.17016
Kubo, Toshihisa
2
2016
Classification of differential symmetry breaking operators for differential forms. (Classification des opérateurs de brisure de symétrie pour les formes différentielles.) Zbl 1341.58002
Kobayashi, Toshiyuki; Kubo, Toshihisa; Pevzner, Michael
1
2016
Vector-valued covariant differential operators for the Möbius transformation. Zbl 1321.58033
Kobayashi, Toshiyuki; Kubo, Toshihisa; Pevzner, Michael
5
2014
The Dynkin index and conformally invariant systems associated to parabolic subalgebras of Heisenberg type. Zbl 1338.17010
Kubo, Toshihisa
2
2014
Special values for conformally invariant systems associated to maximal parabolics of quasi-Heisenberg type. Zbl 1298.22016
Kubo, Toshihisa
2
2014
Systems of differential operators and generalized Verma modules. Zbl 1290.22009
Kubo, Toshihisa
1
2014
On the homomorphisms between the generalized Verma modules arising from conformally invariant systems. Zbl 1277.22015
Kubo, Toshihisa
3
2013
Conformally invariant systems of differential operators associated to maximal parabolics of quasi-Heisenberg type. Zbl 1277.22013
Kubo, Toshihisa
2
2013
A system of third-order differential operators conformally invariant under \(\mathfrak {sl}(3,\mathbb C)\) and \(\mathfrak {so}(8,\mathbb C)\). Zbl 1236.22007
Kubo, Toshihisa
3
2011

Citations by Year