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Quantum Stochastic Calculus with Unbounded Coefficient

Quantum Stochastic Calculus and Continual Measurements: The Case of Unbounded Co

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Erschienen am 01.08.2010
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Bibliografische Daten
ISBN/EAN: 9783838377612
Sprache: Englisch
Umfang: 116
Auflage: 1. Auflage

Beschreibung

Quantum Open System Theory is nowadays a highly developed field which involves, on the mathematical side, many mathematical concepts such as operator theory, semigroups of operators on certain Banach spaces (algebras), classical and quantum stochastic differential equations. Inside Quantum Open System Theory there is the theory of quantum continual measurements: a quantum system is monitored with continuity in time. This is surely an open system because, apart from possible interactions with the external environment like a thermal bath, the system is interacting with the measuring apparatus. The typical field in which a theory of continual measurements is needed is quantum optics: when light emitted by some system is observed (by counting of photons - direct detection - or through some interference mechanism - heterodyne and homodyne detection) a continual measurement is performed.

Autorenportrait

Professor Castro Santis performed his postgraduate studies at the University of Rome I, La Sapienza, under the supervision of professor Alberto Barchielli. Currently he is a researcher at the Centro de Análisis Estocástico y Aplicaciones at the Universidad Católica de Chile and conducts research in Stochastic Processes applied to quantum mechanics.

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