DOCSLIB.ORG
Explore
Sign Up
Log In
Upload
Search
Home
» Tags
» Satake diagram
Satake diagram
Arxiv:2101.09228V1 [Math.RT]
VOGAN DIAGRAMS of AFFINE TWISTED LIE SUPERALGEBRAS 3 And
Arxiv:1612.02896V1 [Math.RT] 9 Dec 2016 Ogs Lmn of Element Longest Rm Yknksatclassification
Classification of the Finite Nonlinear Primitive Lie Algebras
The Variety of Lagrangian Subalgebras of Real Semisimple Lie Algebras
MAXIMALLY HOMOGENEOUS PARA-CR MANIFOLDS of SEMISIMPLE TYPE 3 Structure Can Be Considered As a Tanaka Structure (See [3] and Section 4)
Vogan Diagrams of Affine Kac-Moody Superalgebras
A Family of Simple Groups Associated with the Satake Diagrams
Reductive Group Actions
A.L. Onishchik E.B. Vinberg Lie Groups and Algebraic Groups A
Classification of Semisimple Symmetric Spaces with Proper Sl(2, R)-Actions
Homogeneous Spaces of Real Simple Lie Groups with Proper Actions Of
On the Real Forms of the Exceptional Lie Algebra $\Mathfrak {E} 6 $ and Their Satake Diagrams
Cohomology of Lie Algebras
Real Simple Lie Algebras: Cartan Subalgebras, Cayley Transforms, and Classification
Cartan Subalgebras, Compact Roots and the Satake Diagram for Su 2, 2
Reductive Groups
Shimura Varieties
Top View
GRADED LIE ALGEBRAS of the SECOND KIND O. Introduction. In
Satake Diagrams and Real Structures on Spherical Varieties
Real Forms of Extended Kac-Moody Symmetries and Higher Spin
An Algebraic Group Approach to Compact Symmetric Spaces ∗†
Classification of Semisimple Lie Algebras
On Discrete Subgroups of Lie Groups
De Rham 2-Cohomology of Real Flag Manifolds
Bi-Isotropic Decompositions of Semisimple Lie Algebras and Homogeneous Bi-Lagrangian Manifolds Dmitri V
Symmetric Subgroups of Rational Groups of Hermitian Type
Quasitriangular Coideal Subalgebras of $U Q(\Mathfrak{G})$ in Terms of Generalized Satake Diagrams
Arxiv:1807.02388V3 [Math.QA]
ON the TITS P-INDEXES of SEMISIMPLE ALGEBRAIC GROUPS
A Note on Clifford-Klein Forms
A Classification of Semisimple Symmetric Pairs and Their Restricted Root System
Pseudo-Symmetric Pairs for Kac-Moody Algebras
Classification of Complex and Real Semisimple Lie Algebras