Hodge operators and groups of isometries of diagonalizable symmetric bilinear forms in characteristic two.
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| Title: | Hodge operators and groups of isometries of diagonalizable symmetric bilinear forms in characteristic two. |
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| Authors: | Kramer, Linus1 (AUTHOR) linus.kramer@uni-muenster.de, Stroppel, Markus J.1,2 (AUTHOR) stroppel@mathematik.uni-stuttgart.de |
| Source: | Linear Algebra & its Applications. Jan2026, Vol. 728, p211-231. 21p. |
| Subjects: | Bilinear forms, Vector spaces, Automorphisms, Modules (Algebra), Hodge theory, Algebra |
| Abstract: | We study groups of isometries of non-alternating symmetric bilinear forms on vector spaces of characteristic two, and actions of these groups on exterior powers of the space, viewed as modules over algebras generated by Hodge operators. [ABSTRACT FROM AUTHOR] |
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| Database: | Engineering Source |
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