Rabi oscillation in a quantum cavity: Markovian and non-Markovian dynamics

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The time-resolved physical spectrum of luminescence is theoretically studied for a standard cavity quantum electrodynamics system. In contrast to the power spectrum for the steady state, the correlation functions up to the present time are crucial for the ...

Universal inference enables the construction of confidence intervals and tests without regularity conditions by splitting the data into two parts and appealing to Markov's inequality. Previous investigations have shown that the cost of this generality is a ...

The characterization of open quantum systems is a central and recurring problem for the development of quantum technologies. For time-independent systems, an (often unique) steady state describes the average physics once all the transient processes have fa ...

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We propose a Markovian quantum master equation that can describe the Fano effect directly, by assuming a standard cavity quantum electrodynamics system. The framework allows us to generalize the Fano formula, applicable over the weak- and strong-coupling r ...

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We investigate the behavior of two coupled nonlinear photonic cavities, in the presence of inhomogeneous coherent driving and local dissipations. By solving numerically the quantum master equation, either by diagonalizing the Liouvillian superoperator or b ...

Many-body open quantum systems are exposed to an essentially uncontrollable environment that acts as a source of decoherence and dissipation. As the exact treatment of such models is generally unfeasible, it is favourable to formulate an approximate descri ...

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Markov chains that describe interacting subsystems suffer from state space explosion but lead to highly structured matrices. In this work, we propose a novel tensor-based algorithm to address such tensor-structured Markov chains. Our algorithm combines a t ...

In the first part of this thesis, we present and compare several approaches for the determination of the steady-state of large-scale Markov chains with an underlying low-rank tensor structure. Such structure is, in our context of interest, associated with ...

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Travel time is a major component in understanding travel demand. However, the quantification of demand and forecasting hinges on understanding how travel time is perceived and reported. Travel time reporting is typically subject to errors and this paper fo ...

Rabi oscillation in a quantum cavity: Markovian and non-Markovian dynamics

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Adaptive variational low-rank dynamics for open quantum systems

Appropriations and Uses of Travel Time

Time-resolved physical spectrum in cavity quantum electrodynamics

A note on universal inference

Arnoldi-Lindblad time evolution: Faster-than-the-clock algorithm for the spectrum of time-independent and Floquet open quantum systems

Travel Time Prediction for Congested Freeways With a Dynamic Linear Model

Perimeter Control and Route Guidance of Multi-Region MFD Systems With Boundary Queues Using Colored Petri Nets

Theory of Fano effect in cavity quantum electrodynamics

Global maps of travel time to healthcare facilities

Dissipative time crystal in an asymmetric nonlinear photonic dimer

Quantum Monte Carlo approach to the non-equilibrium steady state of open quantum systems

Variational Quantum Monte Carlo Method with a Neural-Network Ansatz for Open Quantum Systems

Robust Adaptive Decision Making: Bayesian Optimization and Beyond

The time-dependent expected reward and deviation matrix of a finite QBD process

Dynamic prediction-based relocation policies in one-way station-based carsharing systems with complete journey reservations

Multigrid Methods Combined With Low-Rank Approximation For Tensor-Structured Markov Chains

Low-rank tensor methods for large Markov chains and forward feature selection methods

Active contraction of cardiac cells: a reduced model for sarcomere dynamics with cooperative interactions

Efficient Learning from Comparisons

Mitigating the impact of errors in travel time reporting on mode choice modelling