Hamiltonian open quantum system toolkit

Lecture 15: Open quantum systems: Hamiltonian formulation and master equations

Open quantum systems are ones that are coupled to an environment that we cannot control or observe completely and therefore must average over in our modeling. In the last lecture we saw how to represent open quantum system dynamics in terms of the Kraus representation (also referred to as a CPTP map, or operator sum representation (OSR)). This representation let us write the reduced state of th...

Penetration Tester's Open Source Toolkit

It sounds good when knowing the penetration testers open source toolkit in this website. This is one of the books that many people looking for. In the past, many people ask about this book as their favourite book to read and collect. And now, we present hat you need quickly. It seems to be so happy to offer you this famous book. It will not become a unity of the way for you to get amazing benef...

Integrability and Level Crossing Manifolds in a Quantum Hamiltonian System

Classical subdiffusion and quantum localisation in chaotic Hamiltonian system

There is considerable interest in the transport properties of quantum systems whose classical counterpart displays chaos. One of the well-studied system in this respect is the delta-kicked rotor (DKR). Physically, DKR corresponds to a free particle which is periodically kicked by a sinusoidal potential. In the chaotic classical limit, DKR shows unbounded and diffusive energy growth while the co...

Classical nonintegrability of a quantum chaotic SU (3) Hamiltonian system

We prove nonintegrability of a model Hamiltonian system defined on the Lie algebra su3 suitable for investigation of connections between classical and quantum characteristics of chaos. PACS 02.30.Hq, 02.30.Ik, 05.45.Mt MSC 53D17, 70H07, 12H05