C. Maity

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math.GR2022

Real adjoint orbits of the unipotent subgroup

Krishnendu Gongopadhyay, Chandan Maity

Let $G$ be a linear Lie group that acts on it's Lie algebra $g$ by the adjoint action: $Ad (g) X = g X g^{- 1}$ . An element $X \in g$ is called $\mathrm{Ad}…

math.GR2022

Homotopy type of the nilpotent orbits in classical Lie algebras

Indranil Biswas, Pralay Chatterjee, Chandan Maity

In the paper "The Second cohomology of nilpotent orbits in classical Lie algebras, Kyoto J. Math. 60 (2020), no. 2, 717-799" by I. Biswas, P. Chatterjee and C. Maity homotopy types…