71 citations · 374 across the 43 of their papers we have counts for
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The Hilbert space costratification for the orbit type strata of SU(2)-lattice gauge theory
Erik Fuchs, Peter D Jarvis, Gerd Rudolph +1
We construct the Hilbert space costratification of -quantum gauge theory on a finite spatial lattice in the Hamiltonian approach. We build on previous work where…
Plethystic Vertex Operators and Boson-Fermion Correspondences
Bertfried Fauser, Peter D Jarvis, Ronald C King
We study the algebraic properties of plethystic vertex operators, introduced in J. Phys. A: Math. Theor. 43 405202 (2010), underlying the structure of symmetric functions associate…
Maxwell-Dirac stress-energy tensor in terms of Fierz bilinear currents
Shaun Inglis, Peter Jarvis
We analyze the stress-energy tensor for the self-coupled Maxwell-Dirac system in the bilinear current formalism, using two independent approaches. The first method used is that att…
Fierz bilinear formulation of the Maxwell-Dirac equations and symmetry reductions
Shaun Inglis, Peter Jarvis
We study the Maxwell-Dirac equations in a manifestly gauge invariant presentation using only the spinor bilinear scalar and pseudoscalar densities, and the vector and pseudovector…
Algebraic random walks in the setting of symmetric functions
Peter D. Jarvis, Demosthenes Ellinas
Using the standard formulation of algebraic random walks (ARWs) via coalgebras, we consider ARWs for co-and Hopf-algebraic structures in the ring of symmetric functions. These deri…
Ribbon Hopf algebras from group character rings
Bertfried Fauser, Peter D. Jarvis, Ronald C. King
We study the diagram alphabet of knot moves associated with the character rings of certain matrix groups. The primary object is the Hopf algebra Char-GL of characters of the finite…