QInfo

We explore decoding tensor network codes utilizing code decomposition ideas from matroid theory

We study the wave packet scattering for double barrier and Morse potentials, and connect it to ideas in QFT

We use Scrooge ensemble to provide robust numerical match with finite-temparature eigenstate magic, utilizing Gaussian distribution ansatzes to motivate our results analytically.

We use semidefinite programming (SDP) to establish rigorous no-go theorems on the fundamental limitations of Lindblad equations in correctly modeling non-equilibrium steady states.

We formulate a novel quantum circuit to emulate periodic time-dependent Kondo Physics and also solve for our system analytically using Bosonization.

We summarise some of the key results of the innovative ideas in Floquet Codes, and provide rigorous proofs of all theorems

We study the theoretical framework of Quantum Van der pol oscillators, and then understand its application in Phonon Lasers