Aug 4 – 7, 2020
online
Asia/Tokyo timezone

Simplical Lattice Field Theory on de Sitter and anti de Sitter Manifolds

Aug 7, 2020, 4:00 PM
20m
online

online

Theoretical Developments Theoretical Developments

Speaker

Richard Brower (Boston University)

Description

The generalization of Lattice Field Theory targeting in curved Riemann manifolds referred to as Quantum Finite Elements (QFE) requires geometrical tools.
A brief outline for the construction of a Simplicial Complex and
its Delaunay dual, the construction Finite Element of lattice action based on
the elegant Discrete Exterior Calculus (DEC) is given. The focus in on spheres and hyperbolic manifolds suited to radial quantization of conformal field theory and
the AdS/CFT correspondence respectively. The formalism aims to construct simlicial
actons for scalar, Dirac and non-Abelian fields.

Primary author

Richard Brower (Boston University)

Presentation materials

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