Results 51 to 60 of about 529 (80)
Constrained instantons in scalar field theories
Instantons, localised saddle points of the action, play an important role in describing non-perturbative aspects of quantum field theories, for example vacuum decay or violation of conservation laws associated with anomalous symmetries.
Benjamin Elder +2 more
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Cosmic string in Abelian-Higgs model with enhanced symmetry - Implication to the axion domain-wall problem. [PDF]
Hiramatsu T, Ibe M, Suzuki M.
europepmc +1 more source
We study oscillons in a real scalar field theory in a (3+1)-dimensional AdS space with global coordinates. The initial configuration is given by a Gaussian shape with an appropriate core size as in Minkowski spacetime.
Takaaki Ishii +4 more
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The inevitability of sphalerons in field theory. [PDF]
Manton NS.
europepmc +1 more source
Brane Effective Actions, Kappa-Symmetry and Applications. [PDF]
Simón J.
europepmc +1 more source
On the EFT of dyon-monopole catalysis
Monopole-fermion (and dyon-fermion) interactions provide a famous example where scattering from a compact object gives a cross section much larger than the object’s geometrical size.
S. Bogojević, C. P. Burgess
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Highly-enhanced propagation of long-range kinks in heterogeneous media
We investigate a field-theoretical model that describes the interaction between kinks and antikinks and between kinks and other heterogeneous fields and impurities.
Jorge A. González +4 more
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It is known that hyperbolic monopoles, with a particular value of the curvature, can be obtained from ADHM instanton data that satisfies additional constraints.
Paul Sutcliffe
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Instabilities of gauged Q-balls
We present the first analytical calculation that shows that perturbations with angular dependence can lead to an instability in gauged Q-balls. We find an explicit condition on the parameters for the Q-ball to become unstable.
Arvind Rajaraman
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There are two distinct regimes of Yang-Mills theory where we can demonstrate confinement, the existence of a mass gap, and the multi-branch structure of the effective potential as a function of the theta angle using a reliable semi-classical calculation.
Canberk Güvendik +2 more
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