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Quantum-optical phenomena in nanophysics - 15: Creation and detection of arbitrary field states

Quantum-optical phenomena in nanophysics 2010 (SD 640) by Prof. Dr. Florian Marquardt

Jun 17, 201001:23:17Science & Medicine

Foundations of Quantum Mechanics: Lecture 15 7.6.2013 (continued) Basic examples of decoherence (spin, interference, beware of polaron physics); 4.2 Noise and decoherence (noise as a stochastic process, quantum noise spe...

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Quantum-optical phenomena in nanophysics - 15: Creation and detection of arbitrary field states is an episode from Quantum-optical phenomena in nanophysics 2010 (SD 640) by Prof. Dr. Florian Marquardt. Foundations of Quantum Mechanics: Lect...

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Published Jun 17, 2010, 01:23:17 long, audio available.

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What is Quantum-optical phenomena in nanophysics - 15: Creation and detection of arbitrary field states about?

Foundations of Quantum Mechanics: Lecture 15 7.6.2013 (continued) Basic examples of decoherence (spin, interference, beware of polaron physics); 4.2 Noise and decoherence (noise as a stochastic process, quantum noise spectrum) Wigner density detection via parity measurement. 2.8 Generating arbitrary field states and measuring their Wigner density. Law-Eberly protocol. Santa Barbara experiment on Wigner density detection in circuit QED. 2.9 General theory of superconducting circuits (beginning).

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Quantum-optical phenomena in nanophysics - 15: Creation and detection of arbitrary field states is an episode from Quantum-optical phenomena in nanophysics 2010 (SD 640) by Prof. Dr. Florian Marquardt.

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This episode is 01:23:17 long.

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This episode was published on Jun 17, 2010.

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Where can I listen to Quantum-optical phenomena in nanophysics - 15: Creation and detection of arbitrary field states?

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Which podcast is this episode from?

Quantum-optical phenomena in nanophysics - 15: Creation and detection of arbitrary field states is from Quantum-optical phenomena in nanophysics 2010 (SD 640) by Prof. Dr. Florian Marquardt.

What are the episode details?

Published Jun 17, 2010 and 01:23:17 long