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Reduced Canonical Forms of Stoppers
"... The reduced canonical form of a loopfree game G is the simplest game infinitesimally close to G. Reduced canonical forms were introduced by Calistrate, and Grossman and Siegel provided an alternate proof of their existence. In this paper, we show that the Grossman–Siegel construction generalizes to ..."
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The reduced canonical form of a loopfree game G is the simplest game infinitesimally close to G. Reduced canonical forms were introduced by Calistrate, and Grossman and Siegel provided an alternate proof of their existence. In this paper, we show that the Grossman–Siegel construction generalizes
CANONICAL FORMS FOR GENERAL POLYNOMIALS
"... It has been known for a long time that every ternary cubic form over the field C of complex numbers, which defines a nonsingular curve in P2(C), can be reduced to the following canonical form, ..."
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It has been known for a long time that every ternary cubic form over the field C of complex numbers, which defines a nonsingular curve in P2(C), can be reduced to the following canonical form,
On Equivalence and Canonical Forms
 ACM Transactions on Computational Logic
, 2000
"... this paper we present a new, typedirected equivalence algorithm for the LF type theory that overcomes the weaknesses of previous approaches. The algorithm is practical, scales to richer languages, and yields a new notion of canonical form su#cient for adequate encodings of logical systems. The algo ..."
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this paper we present a new, typedirected equivalence algorithm for the LF type theory that overcomes the weaknesses of previous approaches. The algorithm is practical, scales to richer languages, and yields a new notion of canonical form su#cient for adequate encodings of logical systems
The Canonical Form of the Rabi Hamiltonian
, 1996
"... The Rabi Hamiltonian, describing the coupling of a twolevel system to a single quantized boson mode, is studied in the BargmannFock representation. The corresponding system of differential equations is transformed into a canonical form in which all regular singularities between zero and infinity h ..."
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The Rabi Hamiltonian, describing the coupling of a twolevel system to a single quantized boson mode, is studied in the BargmannFock representation. The corresponding system of differential equations is transformed into a canonical form in which all regular singularities between zero and infinity
On the Stratification of the Kronecker Canonical Form
 Department of Computing Science, Umea University
, 1995
"... The understanding of which Kronecker structures that are close to a given structure is revealed by the Kronecker structure hierarchy, i.e., the stratification of the Kronecker canonical form. For a given matrix pencil A \Gamma B, the Kronecker structure hierarchy shows all structures that are within ..."
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The understanding of which Kronecker structures that are close to a given structure is revealed by the Kronecker structure hierarchy, i.e., the stratification of the Kronecker canonical form. For a given matrix pencil A \Gamma B, the Kronecker structure hierarchy shows all structures
Forms, Canonical Forms, and Invariants
"... All intext references underlined in blue are linked to publications on ResearchGate, letting you access and read them immediately. ..."
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All intext references underlined in blue are linked to publications on ResearchGate, letting you access and read them immediately.
A RATIONAL CANONICAL FORM ALGORITHM
, 2002
"... 1 Introduction. In this note we show how the Jordan canonical form algorithm of Väliaho[8] can be generalized to give the rational canonical form of a square matrix A over an arbitrary field F. If mA = p b1 1 · · · p bt ..."
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1 Introduction. In this note we show how the Jordan canonical form algorithm of Väliaho[8] can be generalized to give the rational canonical form of a square matrix A over an arbitrary field F. If mA = p b1 1 · · · p bt
Canonical forms and automorphisms in the projective space
, 2013
"... Let C be a sequence of multisets of subspaces of a vector space Fkq. We describe a practical algorithm which computes a canonical form and the stabilizer of C under the group action of the general semilinear group. It allows us to solve canonical form problems in coding theory, i.e. we are able to c ..."
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Let C be a sequence of multisets of subspaces of a vector space Fkq. We describe a practical algorithm which computes a canonical form and the stabilizer of C under the group action of the general semilinear group. It allows us to solve canonical form problems in coding theory, i.e. we are able
NOMOGRAFIC REPRESENTATIONS OF SOME CANONICAL FORMS
"... Abstract. The aim of this paper is to study some canonical forms of the equations with four and five variables. It have been found nomograms in space with coplanar points on which the equation can be nomographycally represented. The factors of anamorphosis are examined. For the equations with three ..."
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Abstract. The aim of this paper is to study some canonical forms of the equations with four and five variables. It have been found nomograms in space with coplanar points on which the equation can be nomographycally represented. The factors of anamorphosis are examined. For the equations with three
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