The holonomy operator in Yang-Mills theoryNo Abstract available for this paper.doi:10.1007/3540171630_75Carlos N. KozamehSpringer Berlin Heidelberg
The resulting value of the GL parameter reconfirms that the dual superconductivity of SU (2) Yang–Mills theory is of type I. In addition, in order to estimate the force acting among the flux tubes, we investigate the Maxwell stress force carried by a single vortex configuration. Recently, ...
It has been showed that G(2) lattice Yang–Mills theory is indeed in the confined phase in the strong coupling limit50. But we know that G(2) is not a proper gauge theory for a real Quantum Chromodynamics theory. Therefore we must add a Higgs-like field in the fundamental representation...
Loop integrands in Yang-Mills theory from the forward limit - Qu Cao 17:46 New Invariants for Hamiltonian Isotopy Classes of Monotone Lagrangian Torus Fibe 01:15:39 Points on rational normal curves and the ABCT variety - Dawei Shen 13:07 The Path to an Energy Frontier Muon Collider -...
Loop integrands in Yang-Mills theory from the forward limit - Qu Cao 17:46 New Invariants for Hamiltonian Isotopy Classes of Monotone Lagrangian Torus Fibe 01:15:39 Points on rational normal curves and the ABCT variety - Dawei Shen 13:07 The Path to an Energy Frontier Muon Collider -...
Iwasawa theory; 23.ON INSTANTONS ON NEARLY KAHLER 6-MANIFOLDS 机译:关于几乎KAHLER 6流形的实例 作者:FENG SU 期刊名称:《The Asian journal of mathematics》 | 2009年第4期 关键词: Nearly Kahler; Yang-Mills connections; Instantons; 24.A RECURRENCE THEOREM ON THE SOLUTIONS TO THE 2D EULER EQU...
Operator was densely de,ned. In this section we discuss two back-ground independent theories,namely Einstein–Yang–Mills theory and pure Einstein gravity.Notice that these theories are no longer free, both the Yang–Mills and gravitational degrees of freedom are self-interacting and interacting ...
SU n theory / hadronic vorticesassociated stringscovariant constant measuring operatorrelativistic gauge invariant fluxDirac stringsSU(N) superconducting vacuumIn the context of a color SU( N) gauge theory, we formulate a scheme for colorless Dirac monopoles with their associated strings. Its distinct ...
4.1 . 3 holonomy on distributions in this section we introduce spaces of distributional 1-forms on \(\mathbf {t}^d\) for which integration along axis paths is canonically defined. we will later show that the ym measure can be appropriately gauged fixed to have support on these spaces. 3.1...
As an ordinary gauge theory, the Yang–Mills (YM) theory has many interesting aspects of physics, due to the role in the standard model in high energy physics [1]. In recent decades, higher-dimensional extended objects are considered as the basic constituents of matter and mediators of fundam...