Floquet theory is an elegant mathematical formalism originally developed to solve time-
dependent differential equations. Besides other fields, it has found applications in optical …

Theoretical approaches are useful and powerful tools for more accurate and efficient spin
dynamics simulation to understand experiments and devising new RF pulse sequence in …

We study a mechanism by which nuclear hyperpolarization due to the polarization transfer
from a microwave-pulse-controlled electron spin is suppressed. From analytical and …

Comprehending the dynamical behavior of quantum systems driven by time-varying
Hamiltonians is particularly difficult. Systems with as little as two energy levels are not yet …

We present a framework that uses a continuous frequency space to describe and design
solid-state nuclear magnetic resonance (NMR) experiments. The approach is similar to the …

Magnus expansion (ME) provides a general way to expand the real-time propagator of a
time-dependent Hamiltonian within the exponential such that the unitarity is satisfied at any …

In this report, an alternate approach to time-evolution in quantum mechanics is discussed
using Fer expansion. Specifically, the operational aspects and exactness of the time …

Finding an optimal assignment between two sets of objects is a fundamental problem arising
in many applications, including the matching of'bag-of-words' representations in natural …

We investigate the Fermi-Hubbard model with a Floquet-driven impurity in the form of a local
time-oscillating potential. For strong attractive interactions a stable formation of pairs is …

Theoretical approaches are useful and powerful tools for more accurate and efficient spin
dynamics simulation to understand experiments and devising new RF pulse sequence in …