4 citations · 12 across the 16 of their papers we have counts for
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math.RT2017
Splints of root systems of Lie superalgebras
Rudra Narayan Padhan, K. C. Pati
Splints of root system of simple lie algebras appears naturally on studies of embedding of reductive subalgebras. A splint can be used to construct a branching rules as implementat…
math.RT2012★ 2 cited
Vogan diagrams of hyperbolic Kac-Moody algebras
B. Ransingh, K. C. Pati
This paper constructs the Vogan diagrams for hyperbolic Kac- Moody algebras, which have potential physical applications in cosmological billiards.
math.RT2012★ 2 cited
A quick proof of the classification of real Lie superalgebras
B. Ransingh, K. C. Pati
This article classifies the real forms of Lie Superalgebra by Vogan diagrams, developing Borel and de Seibenthal theorem of semisimple Lie algebras for Lie superalgebras. A Vogan d…