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(De)Constructing Dimensions
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We construct renormalizable, asymptotically free, four dimensional gauge theories that dynamically generate a fifth dimension.
Forward citations
Cited by 12 Pith papers
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Big Axions
Big axions are axion models from collective spontaneous breaking of a delocalized network of U(1) symmetries that realize high-quality accidental global symmetries, solve the strong CP problem, and may explain dark matter.
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Iterative Gauging is Deconstruction
Iterative higher-form gauging and dimensional deconstruction are the same construction, linked by dualizing the Goldstone fields of the quiver Higgs branch.
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Deconstructing the Extra-Dimensional Axion
A 4D moose gauge theory with gauged WZW term deconstructs the 5D orbifold axion, reproducing its shift symmetry, instanton effects, and quality features via collective PNGB dynamics.
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Learning holographic QCD with unflavored meson spectra
Neural networks trained on rho, a1, a2 and f0 mass spectra reconstruct a holographic QCD background with scalar potential k1 X^3 + k2 X^4 (k1 ~ -8, k2 ~17) and claim a pion-mass prediction that is partly circular.
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A new look at multi-gravity and dimensional deconstruction
Keeping the lapse free in deconstruction yields scalar-tensor multi-gravity, which reproduces 5D Randall-Sundrum brane cosmology equations in the continuum limit.
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Discrete Approximations to $\operatorname{U}(1)$ Principal Bundles in Abelian Gauge Theory
A new discretized Abelian gauge theory T_k is constructed so that as k→∞ it recovers the monopoleless sector of Maxwell theory, unlike naive Z_k gauge theory, which becomes flat Maxwell theory.
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Exploring the twisted sector of $\mathbb{Z}_{L}$ orbifolds: Matching $\alpha'$-corrections to localisation
For generic Z_L orbifolds, naive reduction of the 10d (α')^3 correction fails to match localisation results for twisted half-BPS correlators except at special L values; expanding a twisted Virasoro-Shapiro amplitude r...
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The Internal Structure of the Deconstructed Dirac Monopole
In a deconstructed U(1) gauge theory, the diagonal U(1) Dirac monopole is a flux-tube-bound cluster of N fractionally charged monopoles with size set by the lattice spacing.
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Exponential speedup in quantum simulation of Kogut-Susskind Hamiltonian via orbifold lattice
The Kogut-Susskind Hamiltonian is recovered from the orbifold lattice Hamiltonian in the infinite scalar mass limit, with numerical confirmation for SU(2) and SU(3) Yang-Mills theory in 2+1 dimensions.
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Wading the String Bog: CMB Birefringence in the Swampland
Ultralight-axion explanations of cosmic birefringence sit in tension with Swampland bounds, while thin axionic domain walls predict exactly isotropic birefringence, so anisotropy measurements can discriminate the alte...
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The Landscape of Composite Higgs Models
Develops a Bayesian naturalness measure and evaluates its implications for the Minimal 4D Composite Higgs model and extensions via global fits and collider bounds.
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In Pursuit of New Paradigms: TASI 2024
A review of theoretical paradigms, from pNGB Higgs to SUSY, that attempt to explain the smallness of the Higgs mass.
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