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The Bizarre Quantum Nature of Light

The Bizarre Quantum Nature of Light

The Bizarre Quantum Nature of Light. Nergis Mavalvala Massachusetts Institute of Technology August 2005. Einstein’s Annus Mirabilis. 1905 Photoelectric effect Special theory of relativity 1916 General theory of relativity 1922 Nobel prize for the photoelectric effect 1935

By kyros
(320 views)

A Layered Software Architecture for Quantum Computing Design Tools

A Layered Software Architecture for Quantum Computing Design Tools

A Layered Software Architecture for Quantum Computing Design Tools. Krysta M. Svore , Alfred V. Aho Columbia University Andrew W. Cross, Isaac Chuang Massachusetts Institute of Technology Igor L. Markov University of Michigan January 2006. Outline. Introduction Background

By talmai
(101 views)

Principle of equal a priori probability

Principle of equal a priori probability

Principle of equal a priori probabilities: An isolated system, with N,V,E, has equal probability to be in any of the W (N,V, E ) quantum states or Each and every one of the W (N,V, E ) quantum states is represented with equally probability. Principle of equal a priori probability.

By nelson
(277 views)

Discrete Phase-Space Structure and MUB Tomography

Discrete Phase-Space Structure and MUB Tomography

Discrete Phase-Space Structure and MUB Tomography. Andrei B. Klimov J.L. Romero, G.Bjork, L.L. Sanchez-Soto. Palermo 07. Motivation. Standard N - qubit state tomography: Number of measurement sets: Indirect measurement of DM elements accumulation of errors

By wallis
(106 views)

Multipartite Entanglement Measures from Matrix and Tensor Product States

Multipartite Entanglement Measures from Matrix and Tensor Product States

Multipartite Entanglement Measures from Matrix and Tensor Product States. Ching -Yu Huang Feng -Li Lin Department of Physics, National Taiwan Normal University arXiv:0911.4670. Outline. • Quantum Phase Transition • Entanglement measure • Matrix/Tensor Product States

By zander
(137 views)

Electron Configuration

Electron Configuration

Electron Configuration. Quantum States and Orbitals. Quantum state = a specific combination of values of variables such as energy and position that is allowed by quantum theory. We group electrons into different quantum states to describe their electron arrangement.

By arden
(119 views)

Josephson qubits

Josephson qubits

Josephson qubits. P. Bertet. SPEC, CEA Saclay (France ), Quantronics group. Outline. Lecture 1: Basics of superconducting qubits. Lecture 2: Qubit readout and circuit quantum electrodynamics. Lecture 3: 2- qubit gates and quantum processor architectures.

By feivel
(185 views)

PH300 Modern Physics SP11

PH300 Modern Physics SP11

PH300 Modern Physics SP11. “ I will never believe that god plays dice with the universe. ” - Albert Einstein. 3/8 Day 15: Questions? Repeated spin measurements Probability. Thursday: Entanglement Quantum Physics & Reality Quantum Cryptography. Last Week:

By tracey
(101 views)

Quantum-Cloning

Quantum-Cloning

Quantum-Cloning. Valerio Scarani - Chapter Three. Context. 1982 Wooters and Zurek Nature 1982 Dieks Asher Peres http:// arxiv.org/PS_cache/quant-ph/pdf/0205/0205076v1.pdf No classical error correction! ( but Q Error Corr. possible, Shor )

By chesmu
(170 views)

Physical Fluctuomatics 13th Quantum-mechanical extensions of probabilistic information processing

Physical Fluctuomatics 13th Quantum-mechanical extensions of probabilistic information processing

Physical Fluctuomatics 13th Quantum-mechanical extensions of probabilistic information processing. Kazuyuki Tanaka Graduate School of Information Sciences, Tohoku University kazu@smapip.is.tohoku.ac.jp http://www.smapip.is.tohoku.ac.jp/~kazu/. Contents. Introduction

By eadoin
(78 views)

Written Reports for Measurements Lab

Written Reports for Measurements Lab

Written Reports for Measurements Lab. Logistics: when and where Content: what to talk about Technique: Organization, presentation. Logistics. When: See schedule What you will turn in: One report per group Turn in answers to questions

By zaria
(102 views)

“Classical entanglement” and cat states

“Classical entanglement” and cat states

School of Physics and Astronomy FACULTY OF MATHEMATICAL AND PHYSICAL SCIENCES. “Classical entanglement” and cat states. Jacob Dunningham. Paraty, August 2007. Overview. The consequences of entanglement: The emergence of classicality from the quantum world Number and phase of BEC

By ivo
(137 views)

Engineering entanglement: How and how much?

Engineering entanglement: How and how much?

The Center for Quantum Information. Engineering entanglement: How and how much?. Alfred U’ren Pablo Londero Konrad Banaszek Sascha Wallentowitz Matt Anderson Christophe Dorrer Ian A. Walmsley. Approaches. • Manipulating quantum fields.

By umed
(119 views)

Quantum-optics experiments in Olomouc

Quantum-optics experiments in Olomouc

Quantum-optics experiments in Olomouc. Palacký University & Institute of Physics of AS CR. Jan Soubusta, Martin Hendrych , Jan Pe řina, Jr., Ondřej Haderka. Antonín Černoch, Miroslav Gavenda, Eva Kachlíková, Lucie Bartůšková. Radim Filip, Jaromír Fiurášek, Miloslav Dušek.

By lamis
(117 views)

Entangling Atoms with Optical Frequency Combs

Entangling Atoms with Optical Frequency Combs

Entangling Atoms with Optical Frequency Combs.

By carney
(84 views)

Quantum Teleportation and Bit Commitment

Quantum Teleportation and Bit Commitment

Quantum Teleportation and Bit Commitment. Chi-Yee Cheung Chung Yuan Christian University June 9, 2009. What are teleportation and bit commitment?

By marla
(131 views)

Quantum computation with solid state devices - “Theoretical aspects of superconducting qubits”

Quantum computation with solid state devices - “Theoretical aspects of superconducting qubits”

Quantum Computers, Algorithms and Chaos , Varenna 5-15 July 2005. Quantum computation with solid state devices - “Theoretical aspects of superconducting qubits”. Rosario Fazio. Scuola Normale Superiore - Pisa. “DiVincenzo list”. Two-state system Preparation of the state

By iniko
(120 views)

Quantum Information, Communication and Computing

Quantum Information, Communication and Computing

Quantum Information, Communication and Computing. Jan Kříž. Department of physics, University of Hradec Králové Doppler Institute for mathematical physics and applied mathematics. Quantum Information, Communication and Computing.

By lotta
(133 views)

Chapter 13 	Classical & Quantum Statistics

Chapter 13 Classical & Quantum Statistics

Chapter 13 Classical & Quantum Statistics. 13.1 Boltzmann Statistics It deals distinguishable, non-interacting particles. There are two constrains N J = N N J · ε J = U where N J is the number of particles with single-particle energy ε J.

By hall
(304 views)

Experimental Issues in Quantum Measurement

Experimental Issues in Quantum Measurement

Experimental Issues in Quantum Measurement. Lectures: Tuesday, 10-11, Kleiner Hörsaal. Aephraim Steinberg. (auf Englisch, es tut mir leid). Why does one thing happen and not another? When is a quantum measurement? Does a measurement necessarily disturb the system, and how?

By poppy
(155 views)

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