Compression method for QUBOs and ISING models

Abstract

An original problem, which may be represented as a string, for execution in a quantum computing system is classically compressed using classical computing systems. Unique variable names and unique coefficients stored in tables constructed from the original problem are associated with unique identifiers. The problem is then translated to a translated form, such as a translated string, using the tables. The translated string may also be generated after quantizing values in the at least one of the tables. The translated string, whether or not quantized, may be entropy encoded. The final result is a compressed version or string of the original string that can be transmitted and stored in a compressed form. The compressed problem may also be decompressed and submitted for execution in a quantum computing system.

Dependencies are inferred from the claim text.