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Author

E. D. de Lima

2 papers indexed here

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Preprint Jul 2026

Reverse engineering of single-qubit quantum gates

In this work, we address the problem of designing single-qubit quantum gates by means of a linearly-polarized field. We show that any desired one-qubit gate corresponding to a special unitary matrix can be generated by a modulated sinusoidal field. The only approximation involved is the rotating-wave-approximation. The formula for the control field is obtained by inverting the equation of motion for the evolution operator and imposing the conditions for the desired gate. We give a simple procedure to obtain closed analytical formulas for the fields in terms of a priori chosen dynamical functions. Additionally, these dynamical functions can depend on tunable free parameters intentionally introduced to meet a desired performance criteria.

Gustavo Fernandes da Costa, L. Castelano, E. D. de Lima · 0 citations
Preprint Jul 2026

Performance of Krotov, PRONTO and PINN for optimal control of quantum gates

This work proposes an enhanced PINN scheme for quantum optimal control (PINNQOC) that circumvents limitations by incorporating Fourier feature embeddings, dynamic epoch normalization, and an informed pre-training routine, and provides a comprehensive analysis of computational times, iteration efficiency, and mean leakage.

M. D. Jiménez, M. D. Forlevesi, E. D. de Lima et al. · 0 citations

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