Quantum Computing Systems and Methods for Quantum Computation
AssigneeQuantinuum LLC
InventorsGabriel Francis Greene Diniz, David Zsolt Manrique
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AssigneeQuantinuum LLC
InventorsGabriel Francis Greene Diniz, David Zsolt Manrique
Estimating the term…
Provided are computer-implemented quantum computation methods and systems that can be used to compute a Green's function, such as for finite-sized fermionic Hubbard models and related impurity models within Dynamical Mean Field Theory. The methods are suitable for implementation using a hybrid classical-quantum computation system. The Green's function is an important quantity for describing optical and electronic responses in quantum systems, from which various properties and behaviours can be computed. Described is a quantum computational method that involves a cumulant expansion of expectation values calculated for each of a set of moments of an operator. This reduces the need for a large overhead in the number of measurements and instead measures the expectation value of the moments with one set of measurement circuits. From the measured moments, a tridiagonal matrix can be computed, which in turn yields the Green's function.
A computer-implemented quantum computation method comprising:
A computer program product comprising computer program code recorded on a storage medium and adapted for execution by a quantum computation system to control the quantum computation system to perform a method comprising:
A quantum computation system comprising:
Dependencies are inferred from the claim text.