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An explicit description in terms of Plücker coordinates of the Langrangian-Grassmannian
Published 27 Jan 2016 in math.SG | (1601.07501v1)
Abstract: For an arbitrary field of any characteristic we give an explicit description, in terms of Pl\"ucker coordinates, of the projective linear space that cuts out the Lagrangian-Grassmannian variety $L(n,2n)$ of maximal isotropic subspaces in a symplectic vector space of dimension $2n$ in the Grassmannian variety $G(n,2n)$
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