The invariants of forms under the binary linear homogeneous group $G_6 $ Modulo 2

Invariants of Binary Bilinear Forms Modulo Two Larry

Rational invariants of ternary forms under the orthogonal group

In this article we determine a generating set of rational invariants of minimal cardinality for the action of the orthogonal group O3 on the space R[x, y, z]2d of ternary forms of even degree 2d. The construction relies on two key ingredients: On one hand, the Slice Lemma allows us to reduce the problem to dermining the invariants for the action on a subspace of the finite subgroup B3 of signed...

on the effect of linear & non-linear texts on students comprehension and recalling

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Generating Modulo-2 Linear Invariants for Hardware Model Checking

We present an algorithm to automatically extract inductive modulo-2 linear invariants from a design. This algorithm makes use of basic linear algebra and is realized on top of an incremental SAT solver. The experimental results demonstrate that a large number of designs possess linear invariants that can be efficiently found by our method. We study how these invariants can be helpful in the con...

Invariants of Polynomials and Binary Forms

We survey various classical results on invariants of polynomials, or equivalently, of binary forms, focussing on explicit calculations for invariants of polynomials of degrees 2, 3, 4.