Further group structure and the classical automorphisms 69
AUTOMORPHISMS OF CLASSICAL LIE ALGEBRAS
... then let G' be the group generated by all such automorphisms as r runs through Σ and fc through K.. The group of such automorphisms is denoted ξ>, and the subgroup corresponding to th[r] ...
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On the Structure of Infinitesimal Automorphisms of the Poisson Lie Group SU(2,R)
... Poisson-Lie Structure, Lie Bialgebra, Hamiltonian, Poisson Automorphism, Linearization ...Lie group. A Poisson-Lie structure on G is a Poisson structure on G for which the group mul- ...
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Dynamical invariants for group automorphisms
... (G 2 , B G 2 , m G 2 ), giving the equivalence of measurable isomorphism. Clearly algebraic isomorphism implies topological conjugacy. Entropy arguments show that topological conjugacy implies measurable isomorphism. An ...
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On duality inducing automorphisms and sources of simple modules in classical groups
... p-soluble group G, then the class of W is a torsion element in the Dade group of P .... Further, Mazza [8] has shown that any endo- permutation kP -module whose isomorphism class is a torsion element ...
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The group of automorphisms of the Lie algebra of derivations of a polynomial algebra
... [email protected] https://eprints.whiterose.ac.uk/ Reuse Unless indicated otherwise, fulltext items are protected by copyright with all rights reserved. The copyright exception in section 29 of the Copyright, ...
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CiteSeerX — Local automorphisms of the unitary group and the general linear group on a Hilbert space
... poset of all projections on a Hilbert space whose structure plays a fundamental role in the mathematical foundations of quantum mechanics (see [5]). In the present paper we study the analogous problem in the case ...
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A natural boundary for the dynamical zeta function for commuting group automorphisms
... Without classical results such as the Polya–Carlson theorem, which requires g(α) = 0, or gap theorems, estab- lishing the existence of a natural boundary can be ...
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A presentation for the subgroup of compressed conjugating automorphisms of a partially commutative group
... The class of partially commutative groups, also known as right-angled Artin groups, is a natural generalisation of both the classes of free and free Abelian groups, has a simple description and its groups are, in many ...
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CiteSeerX — Finite p-groups with a Frobenius group of automorphisms whose kernel is a cyclic p-group
... additive group is the direct sum of three copies of Z 2 , the group of 2-adic integers, with generators e 1 , e 2 , e 3 as a Z 2 -module, and let the structure constants of L be [e 1 , e 2 ] = 4e 3 , ...
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Automorphisms of Submanifolds
... the classical Lie’s theory of first-order partial differential equations with his generalized solutions and the reductions with respect to the Cauchy ...generalized automorphisms and the relevant generalized ...
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Computing automorphisms of semigroups
... finite group is isomorphic to the automorphism group of a finite semigroup of any of the following types: nilpotent, commutative, Clifford, and Rees matrix ...finite group is isomorphic to the ...
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An analytically solvable model for soccer: further implications of the classical Poisson model
... the structure of the English football league pyramid is so close to uniform – most divisions consisting of 24 teams – projected points totals are broadly the same ...
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An analytically solvable model for soccer: further implications of the classical Poisson model
... the structure of the English football league pyramid is so close to uniform – most divisions consisting of 24 teams – projected points totals are broadly the same ...
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Degenerations of classical square matrices and their determinantal structure.
... and further so is the ideal of the (m − 2)-minors if r ≤ m − ...The classical result about generic Hankel maximal minors tells us that their defining polynomial relations are generated by Grassmann–Pl¨ ...
99
On Identifying Background-Structure in Classical Field Theories
... differential structure, temporal orientation, and even the metric signature as background-structures, though they leave it as an open question whether these lower levels of background-structure are ...
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Further investigations into the term structure of interest rates
... term structure plays a critical role in the Neo-classical economic framework by linking together the present and the ...term structure using just the standard three yield curve parameters of level, ...
155
Automorphisms with exotic orbit growth
... additional structure, rendering them particularly amenable to detailed ...metric group the group of automorphisms is itself countable and ...
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Classical limit of the Quantized Hyperbolic Toral Automorphisms
... The intuition behind this result is that, since the Wigner functions are supported on classical periodic orbits, their weak-* convergence to the Lebesgue measure follows from the uniform[r] ...
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Affine Surfaces With a Huge Group of Automorphisms
... We describe a family of rational affine surfaces S with huge groups of automorphisms in the following sense: the normal subgroup Aut ( S ) alg of Aut ( S ) generated by all algebraic sub[r] ...
38
Finite groups admitting a dihedral group of automorphisms
... Proposition. Let D = hα, βi be a dihedral group generated by the invo- lutions α and β. Suppose that D acts on a q-group Q for some prime q and let V be a kQD-module for a field k of characteristic ...
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