A mathematical proof for a ground-state identification criterion

Abstract

We give a mathematical proof for an identification criterion by a probability measure for the ground state among an infinite number of available states, or a finitely truncated number with appropriate boundary conditions, in a quantum adiabatic algorithm for Hilbert's tenth problem.

5 pages, no figure

References in corpus (1)

• On the identification of the ground state based on occupation probabilities: An investigation of Smith's apparent counterexamples

Cited by in corpus (3)

• Reply to Andrew Hodges
• On the identification of the ground state based on occupation probabilities: An investigation of Smith's apparent counterexamples
• Some Thoughts on Hypercomputation