Vogan diagrams of affine twisted Lie superalgebras
Biswajit Ransingh
TL;DR
This paper constructs Vogan diagrams for twisted affine superalgebras, extending the classification of Vogan diagrams to include superalgebra cases, which is essential for understanding their structure.
Contribution
It provides the first systematic construction of Vogan diagrams for twisted affine superalgebras, completing the classification in this area.
Findings
Constructed Vogan diagrams for twisted affine superalgebras
Extended classification of Vogan diagrams to superalgebras
Facilitates further study of superalgebra symmetries
Abstract
A Vogan diagram is a Dynkin diagram with a Cartan involution of twisted affine superlagebras based on maximally compact Cartan subalgebras. This article construct the Vogan diagrams of twisted affine superalgebras. It is a part of completion of classification of vogan diagrams to superalgebras cases.
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