On the thermal boundary condition of the wave function of the Universe
Mariam Bouhmadi-Lopez, Paulo Vargas Moniz
TL;DR
This paper extends the application of a thermal boundary condition to the wave function of the Universe, aiming to provide a dynamical selection principle within the string theory landscape.
Contribution
It generalizes the thermal boundary condition framework, potentially influencing how string solutions are selected in cosmological models.
Findings
Broadened the domain of the thermal boundary condition.
Linked the boundary condition to a selection principle for string solutions.
Enhanced understanding of the wave function's boundary conditions.
Abstract
We broaden the domain of application of the recently proposed thermal boundary condition of the wave function of the Universe, which has been suggested as the basis of a dynamical selection principle on the landscape of string solutions.
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