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Spinon bases, Yangian symmetry and fermionic representations of Virasoro characters in conformal field theory, Phys
 Lett. B
, 1994
"... Abstract We study the description of the SU(2), level k = 1, WessZuminoWitten conformal field theory in terms of the modes of the spin1/2 affine primary field ff'~. These are shown to satisfy generalized 'canonical commutation relations', which we use to construct a basis of Hilbe ..."
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Cited by 21 (3 self)
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of Hilbert space in terms of representations of the Yangian Y(sl2). Using this description, we explicitly derive socalled 'fermionic representations' of the Virasoro characters, which were first conjectured by R. Kedem, T. Klassen, B. McCoy and E. Melzer [Phys. Lett. B 307 (1993) 68
The socalled reflex mode of Electron Beam Ion
"... A possibility of heavy ions injection into synchrotrons is discussed on the base of two novel ion sources, which are under development JINR during last decade: 1) the electron string ion source (ESIS), which is a modified version of a conventional electron beam ion source (EBIS), working in a reflex ..."
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reflex mode of operation, and 2) the tubular electron string ion source (TESIS). The Electron String Ion Source “Krion2” (VBLHE, JINR, Dubna) with an applied confining magnetic field of 3 T was used for injection into the superconducting JINR synchrotron – Nuclotron and during this runs the source
By considering the socalled generalized lowering and raising operators
, 2006
"... Abstract: The generalized hypergeometric coherent states (GHCSs) have been introduced by Appl and Schiller [1]. In the present paper we have extended some considerations about GHCSs to the mixed (thermal) states and applied, particularly, to the case of pseudoharmonic oscillator (PHO). The Husimi’s ..."
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Girardello coherent states and their main properties for the PHO from our previous paper [9]. All calculations are performed in terms of the Meijer’s Gfunctions [2], which are related to the hypergeometric functions. This manner provides an elegance and uniformity of the obtained results and so the GHCSs become a
By considering the socalled generalized lowering and raising operators
, 2006
"... Abstract: The generalized hypergeometric coherent states (GHCSs) have been introduced by Appl and Schiller [1]. In the present paper we have extended some considerations about GHCSs to the mixed (thermal) states and applied, particularly, to the case of pseudoharmonic oscillator (PHO). The Husimi’s ..."
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Girardello coherent states and their main properties for the PHO from our previous paper [9]. All calculations are performed in terms of the Meijer’s Gfunctions [2], which are related to the hypergeometric functions. This manner provides an elegance and uniformity of the obtained results and so the GHCSs become a
1 Spinons and holons on the lattice
, 2000
"... We point out that the dynamical fermion mass generation in the 3D compact U(1) lattice gauge theory with charged fermion and scalar fields (χUφ3 model) may be of relevance for the spinonholon theory with local gauge symmetry in the condensed matter physics. However, many properties of the χUφ3 mode ..."
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We point out that the dynamical fermion mass generation in the 3D compact U(1) lattice gauge theory with charged fermion and scalar fields (χUφ3 model) may be of relevance for the spinonholon theory with local gauge symmetry in the condensed matter physics. However, many properties of the χUφ3
VW SPINONE PARTICLE IN AN EXTERNAL ELECTROMAGNETIC FIELD*
, 1968
"... In this paper the electrodynamics of a spinone particleantiparticle is developed using a (1, 0) 0 (0, 1) sixcomponent wave function. Anomalous magnetic dipole and electric quadrupole effects are included. The wave equation is manifestly covariant and has no auxiliary conditions. The invariant in ..."
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In this paper the electrodynamics of a spinone particleantiparticle is developed using a (1, 0) 0 (0, 1) sixcomponent wave function. Anomalous magnetic dipole and electric quadrupole effects are included. The wave equation is manifestly covariant and has no auxiliary conditions. The invariant
A model of socalled ‘Zebra ’ emissions in type IV radio bursts
, 2013
"... Abstract. A simple mechanims for the generation of electromagnetic Zebra pattern emission is proposed. The mechanism is based on the generation of an ionring distribution in a magnetic mirror geometry in the presence of a properly directed fieldaligned electric potential field. The ioncyclotro ..."
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Abstract. A simple mechanims for the generation of electromagnetic Zebra pattern emission is proposed. The mechanism is based on the generation of an ionring distribution in a magnetic mirror geometry in the presence of a properly directed fieldaligned electric potential field. The ion
POINCARÉ’S PROOF OF THE SOCALLED BIRKHOFFWITT THEOREM
, 1999
"... A methodical analysis of the research related to the article, “Sur les groupes continus”, of Henri Poincaré reveals many historical misconceptions and inaccuracies regarding his contribution to Lie theory. A thorough reading of this article confirms the precedence of his discovery of many importan ..."
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important concepts; especially that of the universal enveloping algebra of a Lie algebra over a field of characteristic zero, the canonical map (symmetrization) of the symmetric algebra onto the universal enveloping algebra, and foremost of his rigorous, complete, and enlightening proof of the socalled
POINCAR ´E’S PROOF OF THE SOCALLED BIRKHOFFWITT THEOREM
"... In honor of the 100th birthday of the article, “Sur les groupes continus” ABSTRACT. — A methodical analysis of the research related to the article, “Sur les groupes continus”, of Henri Poincare ́ reveals many historical misconceptions and inaccuracies regarding his contribution to Lie theory. A thor ..."
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. The essential part of this article consists of a detailed discussion of his rigorous, complete, and enlightening proof of the socalled BirkhoffWitt theorem.
Poincaré’s proof of the socalled BirkhoffWitt theorem
 Rev. Histoire Math
, 1999
"... In honor of the 100th birthday of the article, “Sur les groupes continus” Abstract: A methodical analysis of the research related to the article, “Sur les groupes continus”, of Henri Poincaré reveals many historical misconceptions and inaccuracies regarding his contribution to Lie theory. A thorough ..."
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Cited by 2 (1 self)
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. The essential part of this article consists of a detailed discussion of his rigorous, complete, and enlightening proof of the socalled BirkhoffWitt theorem. TITRE: La démonstration de Poincaré du théorème de BirkhoffWitt. RÉSUMÉ: Une analyse méthodique des travaux faits en connexion avec l’article, “Sur les
Results 11  20
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