59 citations · 514 across the 44 of their papers we have counts for
45 papers
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…
Geometric constructions preserve fibrations
Bertfried Fauser, Steven Vickers
Let be a representable 2-category, and a 2-endofunctor of the arrow 2-category such that (i) $\mathsf{cod} \mathfrak{T…
Smooth coalgebra: testing vector analysis
Dusko Pavlovic, Bertfried Fauser
Processes are often viewed as coalgebras, with the structure maps specifying the state transitions. In the simplest case, the state spaces are discrete, and the structure map simpl…
Hopf Algebras, Distributive (Laplace) Pairings and Hash Products: A unified approach to tensor product decompositions of group characters
Bertfried Fauser, Peter D. Jarvis, Ronald C. King
We show for bicommutative graded connected Hopf algebras that a certain distributive (Laplace) subgroup of the convolution monoid of 2-cochains parameterizes certain well behaved H…
The Born rule as structure of spectral bundles (extended abstract)
Bertfried Fauser, Guillaume Raynaud, Steven Vickers
Topos approaches to quantum foundations are described in a unified way by means of spectral bundles, where the base space is a space of contexts and each fibre is its spectrum. Dif…
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…