A New Theory of Anyons

unpublished

Proposes a new theoretical framework for anyonic particles, exploring their properties and potential physical realizations.

The Simplicity of Perfect Atoms: Degeneracies in Supersymmetric Hydrogen

J. Math. Phys. 52 (2011) 062102

Studies the spectrum of supersymmetric bound states, computing degeneracies in supersymmetric hydrogen and emphasizing the general features of non-relativistic supersymmetric bound state systems.

Collective Quartics from Simple Groups

JHEP 06 (2010) 041

Constructs Little Higgs models from simple groups that generate the Higgs quartic coupling through collective symmetry breaking, extending the theory-space approach to new group-theoretic structures.

Deconstructing Six-Dimensional Gauge Theories with Strongly Coupled Moose Meshes

unpublished

Extends the deconstruction program to six-dimensional gauge theories using two-dimensional moose lattices, studying the strongly coupled dynamics and their relation to continuum 6D theories.

Mooses, Topology and Higgs

JHEP 0208:019 (2002)

Shows that the fundamental group of theory space determines all relevant classical physics in the low-energy theory of Little Higgs models, providing a systematic method for constructing theory spaces with any desired particle content and potential.

Higher Dimensional Supersymmetry in 4D Superspace

JHEP 0203:055 (2002)

Provides an explicit formulation of supersymmetric Yang-Mills theories from 5 to 10 dimensions in familiar 4D N=1 superspace, enabling systematic model building with extra dimensions, orbifold constructions, brane-localized interactions, and anomaly inflow.