'Unitary transformation' presentation slideshows

Prof John D. Kubiatowicz cs.berkeley/~kubitron/cs252

729 views • 61 slides

Introduction to Quantum Error Correction & Fault-Tolerant Quantum Logic

Introduction to Quantum Error Correction & Fault-Tolerant Quantum Logic. Cherrie Huang. Why Quantum Error Correction?[6]. Cause: circuit interacts with the surroundings decoherence decay of the quantum information stored in the device Solution : Quantum Error Correcting Codes

1.36k views • 55 slides

Quantum Random Walks

Combinatorial and Computational Aspects of Statistical Physics/ Random Graphs and Structures Cambridge, September 5, 2002. Quantum Random Walks. Julia Kempe Computer Science Division and Department of Chemistry, University of California, Berkeley &

822 views • 53 slides

Quantum Information

Quantum Information. Stephen M. Barnett University of Strathclyde steve@phys.strath.ac.uk. The Wolfson Foundation. Probability and Information 2. Elements of Quantum Theory 3. Quantum Cryptography 4. Generalized Measurements Entanglement Quantum Information Processing

613 views • 40 slides

Entanglement in Quantum Information Processing

Entanglement in Quantum Information Processing. 25 April, 2004 Les Houches. Samuel L. Braunstein University of York. Superposition between two rays in Hilbert space. Entanglement between (distant) objects. Classical/Quantum State Representation. Bit has two values only: 0, 1

513 views • 26 slides

Detail surveying with network-RTK - an accuracy research

Detail surveying with network-RTK - an accuracy research. Diploma thesis: Robert Odolinski & Johan Sunna. 2009-04-24, Robert Odolinski & Johan Sunna. Background and objectives. Background material: - proposed control methods for detail surveying with network RTK

525 views • 19 slides

psd ????????????? ----- ???????

??????? (17Ne ?? ) ???? ??? ????. psd ????????????? ----- ???????. ?? ?????????. 11 Li. Common features: Loosely Bound s or p wave valence nucleons. H. Simon et al, PRL 83, 496 (1999). Exotic phenomena in psd shell nuclei. 11Be, 14B, 17C, 19C etc. 6He, 11Li, 14Be, 17B etc.

423 views • 19 slides

Conservation Laws

674 views • 16 slides

Scott Aaronson (MIT) Papers and slides at scottaaronson

+?. Recent Progress in Computational Universality a.k.a. What More Than Turing-Universality Do You Want?. Scott Aaronson (MIT) Papers and slides at www.scottaaronson.com. The Pervasiveness of Universality.

167 views • 16 slides

What More Than Turing-Universality Do You Want?

+?. What More Than Turing-Universality Do You Want?. Scott Aaronson (MIT) Papers and slides at www.scottaaronson.com. The Pervasiveness of Universality.

154 views • 15 slides

Rotation Group

Rotation Group. A metric is used to measure the distance in a space. Euclidean space is delta An orthogonal transformation preserves the metric. Inverse is transpose Determinant squared is 1 The special orthogonal transformation has determinant of +1. Metric Preserving. x 3. x 2. x 1.

476 views • 10 slides