A generalized Schroedinger equation for loop quantum cosmology
D. C. Salisbury, A. Schmitz
TL;DR
This paper introduces a new discrete Schrödinger equation for loop quantum cosmology that uses intrinsic time and aligns with classical physics in the semiclassical limit.
Contribution
It presents a generalized Schrödinger equation for isotropic quantum cosmology with a scalar source, incorporating a dynamic intrinsic time.
Findings
Correct semiclassical limit achieved
Dynamically determined intrinsic time used
Discrete evolution equation formulated
Abstract
A temporally discrete Schroedinger time evolution equation is proposed for isotropic quantum cosmology coupled to a massless scalar source. The approach employs dynamically determined intrinsic time and produces the correct semiclassical limit.
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