On multivortices in the electroweak theory. Pt. 2

Spruck, J.; Yang Yisong

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On multivortices in the electroweak theory. Pt. 2

Spruck, J.; Yang Yisong1992

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AbstractAbstract

[en] In this paper we study the Bogomol'nyi equations of the electroweak theory in the full plane. We will show that, for any distribution of the vortices, there exists a two parameter family of gauge-distinct solutions. Moreover, we also establish some sharp decay rate estimates for these solutions. (orig.)

Primary Subject

PHYSICS OF ELEMENTARY PARTICLES AND FIELDS (G2210)

Source

GRANT DMS-88-02858; DE-FG02-86ER250125

Record Type

Journal Article

Journal

Communications in Mathematical Physics; ISSN 0010-3616;

; CODEN CMPHA; v. 144(2); p. 215-234

Country of publication

Germany

Descriptors (DEI)

ANALYTICAL SOLUTION, ASYMPTOTIC SOLUTIONS, ENERGY DENSITY, EUCLIDEAN SPACE, FIELD EQUATIONS, FUNCTIONALS, GAUGE INVARIANCE, LAGRANGE EQUATIONS, LAGRANGIAN FIELD THEORY, MANY-BODY PROBLEM, REST MASS, SCALAR FIELDS, SO-3 GROUPS, TWO-DIMENSIONAL CALCULATIONS, VECTOR FIELDS, VORTICES, WEINBERG LEPTON MODEL

Descriptors (DEC)

DIFFERENTIAL EQUATIONS, EQUATIONS, FIELD THEORIES, INVARIANCE PRINCIPLES, LIE GROUPS, MASS, MATHEMATICAL MODELS, MATHEMATICAL SPACE, PARTIAL DIFFERENTIAL EQUATIONS, PARTICLE MODELS, QUANTUM FIELD THEORY, RIEMANN SPACE, SO GROUPS, SPACE, SYMMETRY GROUPS, UNIFIED GAUGE MODELS

Reference NumberReference Number

23020026

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