Ensembles of magnetic defects represent quantum variables that have been detected and
extensively explored in lattice SU (N) pure Yang-Mills theory. They successfully explain …

Podolsky electrodynamics from a condensation of topological defects - IOPscience Skip to
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In this work the phenomenon of charge confinement is approached in various contexts. An
universal criterion for the identification of this phenomenon in Abelian gauge theories is …

We use the generalized Julia–Toulouse approach (GJTA) for condensation of topological
currents (charges or defects) to argue that massive photons can coexist consistently with …

In this work we investigate the description of superconducting systems with multiple Fermi
surfaces. For the case of one Fermi surface we re-obtain the result that the superconductor is …

The Julia-Toulouse mechanism is used to show that the topological Abelian BF term may be
induced by the condensation of electric charges. As an application, we discuss the subtle …

We derive a U (1) effective theory of color confinement by applying the so-called Julia–
Toulouse approach for defects condensation to the SU (2) restricted gauge theory defined …

The Julia-Toulouse approach for condensation of charges and defects is used to show that
the bosonized Schwinger model can be obtained through a condensation of electric charges …

A dual Josephson junction corresponding to a (2+ 1)-dimensional nonsuperconducting
layer<? format?> sandwiched between two (3+ 1)-dimensional dual superconducting …

In this work, we investigate the role of multivalued fields in the formulation of monopole
operators and their connection with topological states of matter. In quantum field theory it is …