The Hamiltonian formulation of the theory proposed in \cite{CVB1,CVB2} is given both in the Hamilton--De Donder and in the Multimomentum Hamiltonian geometrical approaches. (3+3)-Yang-Mills gauge theories are dealt with explicitly in order to restate them in terms of Einstein--Cartan like field theorie
An introduction to Hamiltonian mechanics of systems with gauge symmetry for graduate students and re...
Yang-Mills theories in algebraic noncovariant gauges: Canonical quantization and renormalizatio
Pure Yang-Mills theory on RxS2 is analyzed in a gauge-invariant Hamiltonian formalism. Using a suita...
The appropriate language for describing the pure Yang-Mills theories is introduced. An elementary bu...
Recently, M. de León et al. (Campos et al., 2015) have developed a geometrical description of Hamilt...
In Part I we are dealing with effective description of Yang-Mills theories based on gauge-invarint v...
Pure Yang-Mills theory on {\mathbb R} \times S2 is analyzed in a gauge-invariant Hamiltonian formali...
International audienceThis paper presents relevant modern mathematical formulations for (classical) ...
The (2+l)-dimensional Yang-Mills theory is studied in the functional Schrödinger formalism using th...
We extend some results and concepts of single-time covariant Hamiltonian field theory to the new con...
This review paper is devoted to presenting the standard multisymplectic formulation for describing ...
Most general third-order 3d linear gauge vector field theory is considered. The field equations invo...
AbstractWe study the transformation leading from Arnowitt, Deser, Misner (ADM) Hamiltonian formulati...
Starting from an undergraduate level, this book systematically develops the basics of • Calculus on ...
Most general third-order 3d linear gauge vector field theory is considered. The field equations invo...
An introduction to Hamiltonian mechanics of systems with gauge symmetry for graduate students and re...
Yang-Mills theories in algebraic noncovariant gauges: Canonical quantization and renormalizatio
Pure Yang-Mills theory on RxS2 is analyzed in a gauge-invariant Hamiltonian formalism. Using a suita...
The appropriate language for describing the pure Yang-Mills theories is introduced. An elementary bu...
Recently, M. de León et al. (Campos et al., 2015) have developed a geometrical description of Hamilt...
In Part I we are dealing with effective description of Yang-Mills theories based on gauge-invarint v...
Pure Yang-Mills theory on {\mathbb R} \times S2 is analyzed in a gauge-invariant Hamiltonian formali...
International audienceThis paper presents relevant modern mathematical formulations for (classical) ...
The (2+l)-dimensional Yang-Mills theory is studied in the functional Schrödinger formalism using th...
We extend some results and concepts of single-time covariant Hamiltonian field theory to the new con...
This review paper is devoted to presenting the standard multisymplectic formulation for describing ...
Most general third-order 3d linear gauge vector field theory is considered. The field equations invo...
AbstractWe study the transformation leading from Arnowitt, Deser, Misner (ADM) Hamiltonian formulati...
Starting from an undergraduate level, this book systematically develops the basics of • Calculus on ...
Most general third-order 3d linear gauge vector field theory is considered. The field equations invo...
An introduction to Hamiltonian mechanics of systems with gauge symmetry for graduate students and re...
Yang-Mills theories in algebraic noncovariant gauges: Canonical quantization and renormalizatio
Pure Yang-Mills theory on RxS2 is analyzed in a gauge-invariant Hamiltonian formalism. Using a suita...