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20082024
most citedModified Semi-Classical Methods for Nonlinear Quantum Oscillations Problems

3 citations · 8 across the 5 of their papers we have counts for

collaborators

8 papers

gr-qc2024

Anomalous diffusion and factor ordering in (1+1)-dimensional Lorentzian quantum gravity

Elijah Sanderson, Rachel Lash Maitra, AJ Liberatore

Using properties of diffusion according to a quantum heat kernel constructed as an expectation over classical heat kernels on , we probe the non-manifold-like nature of quanti…

math-ph2019

A Euclidean Signature Semi-Classical Program

Antonella Marini, Rachel Maitra, Vincent Moncrief

In this article we discuss our ongoing program to extend the scope of certain, well-developed microlocal methods for the asymptotic solution of Schrödinger's equation (for suitable…

hep-th2018

Orbit Space Curvature as a Source of Mass in Quantum Gauge Theory

Vincent Moncrief, Antonella Marini, Rachel Maitra

It has long been realized that the natural orbit space for non-abelian Yang-Mills dynamics is a positively curved (infinite dimensional) Riemannian manifold. Expanding on this resu…

math-ph2016★ 2 cited

Factor Ordering and Path Integral Measure for Quantum Gravity in (1+1) Dimensions

John Haga, Rachel Lash Maitra

We develop a mathematically rigorous path integral representation of the time evolution operator for a model of (1+1) quantum gravity that incorporates factor ordering ambiguity. I…

math-ph2016

Euclidean signature semi-classical methods for bosonic field theories: interacting scalar fields

Antonella Marini, Rachel Maitra, Vincent Moncrief

Elegant 'microlocal' methods have long since been extensively developed for the analysis of conventional Schroedinger eigenvalue problems. For technical reasons though these method…

math-ph2012★ 3 cited

Modified Semi-Classical Methods for Nonlinear Quantum Oscillations Problems

Vincent Moncrief, Antonella Marini, Rachel Maitra

We develop a modified semi-classical approach to the approximate solution of Schrodinger's equation for certain nonlinear quantum oscillations problems. At lowest order, the Hamilt…