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My (old, PASCAL) programs for invariants are for linear groups over

finite fields, but the algorithms should work for linear groups over an

arbitrary field. To be more precise, given matrices generating a

subgroup G of GL(n,q), and a natural mnumber k, my programs calculate

a basis for the vector space of the n-variable degree k polynomials

invariant under G.

Regards, Leonard Soicher.

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