Self-consistent 6×6 k·p SP + CI simulations of a triangular Si FinFET DQD yield gate-tunable exchange J and magnetic orientations that favor high-fidelity SWAP or CZ operations.
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Explicit gate-based Grover oracle for densest k-subgraph using Dicke states and QFT for edge counting, shown via numerical simulations to give quadratic speedup over brute force.
AL-QHD benchmarks on nonconvex test functions and ACOPF power problems show useful accuracy at fixed qubit cost but require roughly 10^8 T gates for realistic instances.
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Simulation of exchange coupling effects in double quantum dot FinFET-like structures
Self-consistent 6×6 k·p SP + CI simulations of a triangular Si FinFET DQD yield gate-tunable exchange J and magnetic orientations that favor high-fidelity SWAP or CZ operations.
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Explicit Quantum Search Algorithm for the Densest k-Subgraph Problem
Explicit gate-based Grover oracle for densest k-subgraph using Dicke states and QFT for edge counting, shown via numerical simulations to give quadratic speedup over brute force.
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Benchmarking and Resource Analysis for Augmented-Lagrangian Quantum Hamiltonian Descent
AL-QHD benchmarks on nonconvex test functions and ACOPF power problems show useful accuracy at fixed qubit cost but require roughly 10^8 T gates for realistic instances.