2 citations · 4 across the 8 of their papers we have counts for
8 papers
On Charge Conjugation, Correlations, Elitzur's Theorem and the Mass Gap Problem in Lattice Yang-Mills Models in Dimensions
Paulo A. Faria da Veiga, Michael O'Carroll
We consider a four-dimensional Euclidean Wilson lattice Yang-Mills model with gauge group , and the associated lattice Euclidean quantum field theory constructed by Osterwal…
Asymptotics for Some Logistic Maps and the Renormalization Group
P. A. Faria da Veiga, M. O'Carroll
We explain the relation between the logistic map , , , and , and the RG flow in the multiscale analysis of…
On Yang-Mills Stability Bounds and Plaquette Field Generating Function
Paulo A. Faria da Veiga, Michael O'Carroll
We consider the Yang-Mills (YM) QFT with group . We take a finite lattice regularization , , with and (even) sites on a sid…
On Yang-Mills Stability and Plaquette Field Generating Functional
Michael O'Carroll, Paulo A. Faria da Veiga
We consider the pure Yang-Mills relativistic quantum field theory in an imaginary time functional integral formulation. The gauge group is taken to be .…
On Thermodynamic and Ultraviolet Stability of Bosonic Lattice QCD Models in Euclidean Spacetime Dimensions
Paulo A. Faria da Veiga, Michael O'Carroll
We prove stability bounds for local gauge-invariant scalar QCD quantum models, with multiflavored bosons replacing (anti)quarks. We take a compact, connected gauge Lie group G, and…
On Thermodynamic and Ultraviolet Stability of Yang-Mills
Paulo A. Faria da Veiga, Michael O'Carroll
We prove ultraviolet stable stability bounds for the pure Yang-Mills relativistic quantum theory in an imaginary-time, functional integral formulation. We consider the gauge groups…