Quantum computing-based reversible polynomial series for cryptographic operations
AssigneeWells Fargo Bank, N.A.
InventorsRichard Orlando Toohey, Jeffrey J. Stapleton
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Abstract
The arrangements of the present disclosure relate to systems, methods, and non-transitory computer-readable media for receiving, from a first computing system, coefficient information comprising coefficients of a polynomial series determined based on an analytical function, wherein the analytical function represents a cryptographic material, determining the analytical function using the coefficient information, determining the cryptographic material using the analytical function, and performing a cryptographic operation using the cryptographic material.
Claims20
A system, comprising:
- a memory;
- and
- a processor coupled to the memory and configured to:
- receive, from a first computing system, coefficient information comprising coefficients of a polynomial series determined based on an analytical function, wherein the analytical function represents or uses a cryptographic material;
- determine the analytical function using the coefficient information;
- determine the cryptographic material using the analytical function;
- and
- perform a cryptographic operation using the cryptographic material.
A method, comprising:
- receiving, from a first computing system, coefficient information comprising coefficients of a polynomial series determined based on an analytical function, wherein the analytical function represents or uses a cryptographic material;
- determining the analytical function using the coefficient information;
- determining the cryptographic material using the analytical function;
- and
- performing a cryptographic operation using the cryptographic material.
At least one non-transitory computer-readable medium storing quantum computer readable instructions, such that, when executed, causes at least one quantum processor to perform at least one of:
- Receive, from a first computing system, coefficient information comprising coefficients of a polynomial series determined based on an analytical function, wherein the analytical function represents or uses a cryptographic material;
- determine the analytical function using the coefficient information;
- determining the cryptographic material using the analytical function;
- and
- performing a cryptographic operation using the cryptographic material
Dependencies are inferred from the claim text.