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Blend of miraculous +‎ parabolic

Adjective edit

mirabolic (not comparable)

  1. (mathematics) Being or relating to a subgroup of the general linear group GLn(k) that consists of automorphisms fixing a given non-zero vector in kn. Its image in the projective general linear group is a parabolic subgroup consisting of all elements fixing a given point of projective space.
    • 2015, Gwyn Bellamy, Travis Schedler, “Kostka polynomials from nilpotent cones and Springer fiber cohomology”, in arXiv[1]:
      We also give an analogue of our main theorem in the setting of mirabolic D-modules.

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