Searching for "A Reference Correction of "Effective Jordan Decomposition"." – sorted by Relevance.
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Computational aspects of the Jordan canonical form
- for reconstructing the Jordan structure of the standard eigenvalue problem I \Gamma A. Theo Beelen PICOS Glass
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About the qualitative computation of Jordan forms
- Computing, we present its application for the computation of a Jordan form which is an ill-posed problem. 2
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THE CLASSIFICATION OF SOME INFINITE JORDAN GROUPS 1. The problem
- groups. Let ft be a set, G a subgroup of Sym (ft). Recall that a Jordan set (for G in ft) is a subset Z
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HIGHLY TRANSITIVE JORDAN REPRESENTATIONS OF FREE PRODUCTS
- HIGHLY TRANSITIVE JORDAN REPRESENTATIONS OF FREE PRODUCTS K. K. HICKIN 1. Introduction A concrete
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Singular Cauchy Integrals And Conformal Welding On Jordan Curves
- versa, is quite fundamental in Teichmuller theory. Given a reference Riemann surface X , uniformized
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Jordan-Algebren
- that any simple Kantor pair is isomorphic to one of the following: (a) A simple Jordan pair; (b) A Kontor
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Prime Jordan Banach Triples
- [axb] = 1 2 (axb + bxa) can be considered as a sort of Jordan triple product associated with R
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and decomposition of surfaces
- decomposition enables to understand the topology of the object. To deform an object into another is to find a
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Newton’s Algorithm in Euclidean Jordan Algebras, with Applications to Robotics
- problem on linearly constrained cones in Euclidean Jordan algebras. The problem is solved using a damped
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Jordan Surfaces in Discrete Antimatroid Topologies
- Jordan Surfaces in Discrete Antimatroid Topologies Ralph Kopperman 1 and John L. Pfaltz 2 1 City
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