SO(3,1)-valued Yang-Mills fields

Date

2001-02-01

Author

Dundarer, AR

Metadata

Show full item record

This work is licensed under a Creative Commons Attribution-NonCommercial-NoDerivatives 4.0 International License.

Item Usage Stats

160
views

0
downloads

SO(3,1)-valued Yang-Mills fields are constructed on the four-dimensional manifold M-4 = M-2 X S-2, where M-2 is a semiinfinite strip. It is shown that these fields have action proportional to the winding number of S-2 and the width of the strip and satisfy a self-duality relation of the form *F = -i gamma F-5. The Einstein tenser for the metric considered is found to be G(mu,nu) = 3g(mu,nu).

Subject Keywords

Physics, Multidisciplinary

URI

https://hdl.handle.net/11511/63653

Journal

INTERNATIONAL JOURNAL OF THEORETICAL PHYSICS

DOI

https://doi.org/10.1023/a:1004111727050

Collections

Department of Physics, Article

Suggestions

OpenMETU
Core

HARMONIC MAPS AND MAGNETOSTATIC, AXIALLY-SYMMETRICAL SOLUTIONS OF THE KALUZA-KLEIN THEORY DERELI, T; ERIS, A; ERIS, A; Karasu, Atalay (1986-05-01) Magnetostatic, axially symmetric 5-dimensional vacuum Einstein equations are formulated in terms of harmonic maps. A correspondence between stationary, axially symmetric 4-dimensional vacuum Einstein solutions and the magnetostatic, axially symmetric Jordan-Thiry solutions is established. The «Kaluza-Klein magnetic monopole» solution is recovered in a special case.
Hamilton-Jacobi theory of discrete, regular constrained systems Güler, Y. (Springer Science and Business Media LLC, 1987-8) The Hamilton-Jacobi differential equation of a discrete system with constraint equationsG α=0 is constructed making use of Carathéodory’s equivalent Lagrangian method. Introduction of Lagrange’s multipliersλ˙α as generalized velocities enables us to treat the constraint functionsG α as the generalized momenta conjugate toλ˙α. Canonical equations of motion are determined.
A dataset on void ratio limits and their range for cohesionless soils Ilgaç, Makbule; Can, Gizem; Çetin, Kemal Önder (Elsevier BV, 2019-12-01) A database, which consists of maximum and minimum void ratio limits and their range, particle size, distribution and shape characteristics, is compiled. More specifically, minimum and maximum void ratios (e(min) and e(max)) along with their range (e(max)-e(min)), particle roundness (R) and spherecity (S), fines content (FC), coefficient of uniformity (C-u), mean grain size (D-50) data are compiled from natural cohesionless soils and reconstituted grained material (e.g.: rice, glass beads, mica) mixtures. Th...
Thirring model interpretation of incommensurate charge density wave. I Durgut, Metin; Pak, Namık Kemal (Elsevier BV, 1987-2) It is shown that the one-dimensional incommensurate charge density wave system is equivalent to the Thirring model. Its static classical solutions are kink solutions of the phonon phase and localized electron sollutions. Impurity effects on the solutions are also discussed.
Optical and mechanical properties of fiber-reinforced ceramic matrix optically transparent composites Dericioğlu, Arcan Fehmi (2001-12-01) The idea of increasing the fracture resistance of optically transparent Ceramics by incorporation of continuous fibers with a small expense in their light transmission was applied to a SiC (SCS-6) fiber-reinforced magnesium aluminate spinel matrix composite. It was found that although there is a slight decrease in the light transmittance of the transparent monolithic matrix with increasing fiber volume fraction, a fail-safe mechanism appeared in the composite by the bridging effect of the intact fibers

Citation Formats

A. Dundarer, “SO(3,1)-valued Yang-Mills fields,” INTERNATIONAL JOURNAL OF THEORETICAL PHYSICS, pp. 507–514, 2001, Accessed: 00, 2020. [Online]. Available: https://hdl.handle.net/11511/63653.