'Quantum algorithm' presentation slideshows

Anil Kumar Indian Institute of Science, Bangalore

Former QC Students . Dr. Arvind Dr. Kavita Dorai Dr. T.S. Mahesh Dr. Neeraj Sinha Dr. K.V.R.M.Murali Dr. Ranabir Das Dr. Rangeet Bhattacharyya . - IISER Mohali IISER Mohali IISER Pune - CBMR Lucknow IBM, Bangalore NCIF/NIH USA SUNY Stony Brook.

1.17k views • 97 slides

Rob Schoelkopf , Applied Physics, Yale University

1.12k views • 64 slides

Shengyu Zhang CSE Dept. @ CUHK

Quantum Computing. in. Theoretical Computer Science. Shengyu Zhang CSE Dept. @ CUHK. Roadmap. Intro to theoretical computer science Intro to quantum computing Export of quantum computing Formula Evaluation Solves a classical open question N-Representability problem

681 views • 50 slides

A Brief Introduction to Quantum Computation 1 Melanie Mitchell Portland State University

A Brief Introduction to Quantum Computation 1 Melanie Mitchell Portland State University. 1 This talk is based on the following paper: E. Rieffel & W. Polak, An introduction to Quantum Computing for Non-Physicists. ACM Computing Surveys , 32(3) 300-335, 2000.

663 views • 50 slides

Richard Cleve DC 2117 cleve@cs.uwaterloo

590 views • 49 slides

Introduction to Quantum Information Processing QIC 710 / CS 667 / PH 767 / CO 681 / AM 871

528 views • 45 slides

Richard Cleve DC 2117 cleve@cs.uwaterloo

Introduction to Quantum Information Processing CS 467 / CS 667 Phys 667 / Phys 767 C&O 481 / C&O 681. Richard Cleve DC 2117 cleve@cs.uwaterloo.ca. Lecture 7 (2008). Definition of the quantum Fourier transform (QFT). Quantum Fourier transform.

514 views • 34 slides

The Complexity of Sampling Histories

390 views • 31 slides

Richard Cleve DC 653 cleve@cs.uwaterloo

Introduction to Quantum Information Processing CS 467 / CS 667 Phys 667 / Phys 767 C&O 481 / C&O 681. Richard Cleve DC 653 cleve@cs.uwaterloo.ca. Lecture 3 (2005). Course website. Available at: http://www.cs.uwaterloo.ca/~cleve. Contents. Recap: states, unitary ops, measurements

427 views • 29 slides

Efficient Lattice (H)IBE in the standard model

Efficient Lattice (H)IBE in the standard model. Shweta Agrawal, Dan Boneh, Xavier Boyen. IBE . Setup. Security Parameter ?. Public Params PP. Master secret key MSK. Extract. Identity ID. Secret key SK. Message m. Message m. Ciphertext C. Encrypt. Decrypt.

508 views • 27 slides

Quantum Algorithms & Complexity

Quantum Algorithms & Complexity. Umesh Vazirani U.C. Berkeley. One does not, by knowing all the physical laws as we know them today, immediately obtain an understanding of anything much. (Richard Feynman, 1918-1988). One does not, by knowing all the physical laws as we know

448 views • 27 slides

A Physically-motivated Algorithm for the Graph Isomorphism Problem

A Physically-motivated Algorithm for the Graph Isomorphism Problem. Robert Joynt University of Wisconsin-Madison. Work in collaboration with Shiue-yuan Shiau, Sue Coppersmith. Thanks to Eric Bach and Dieter van Melkebeek. Quantum Information and Computation 4, 492 (2005). NSF presentation

363 views • 26 slides

Recap (I)

364 views • 24 slides

Lower Bounds for Collision and Distinctness with Small Range

Lower Bounds for Collision and Distinctness with Small Range. By: Andris Ambainis {medv, cheskisa}@post.tau.ac.il Mar 17, 2004. Agenda. Introduction Preliminaries Results Conclusion. Introduction. Collision problem. Given a function

344 views • 22 slides

Quantum

Quantum. Computing. Corby Ziesman. Future of Computing?. Transistor-based Computing Move towards parallel architectures Biological Computing DNA computing / Peptide computing Optical Computing Quantum Computing. Quantum Mechanics is Weird.

393 views • 20 slides

Quantum Information

306 views • 20 slides

KINDS OF COMPUTERS

KINDS OF COMPUTERS. Classical Computer. Computable Tractable Problem. Efficient solution. Standard. Quantum Computer. Computable Intractable Problem. Hybrid. Adiabatic. Non computable Problem. Hyper- computer. Infinite. Kieu's Algorithm. Diophantine Equation. Quantum System.

370 views • 19 slides

Richard Cleve DC 2117 cleve@cs.uwaterloo

Introduction to Quantum Information Processing CS 467 / CS 667 Phys 667 / Phys 767 C&O 481 / C&O 681. Lecture 11 (2011). Richard Cleve DC 2117 cleve@cs.uwaterloo.ca. Order-finding via eigenvalue estimation. Example: Z 21 * = { 1,2,4,5,8,10,11,13,16,17,19,20 }.

277 views • 15 slides

Non-interactive zero-knowledge with quantum random oracles

Non-interactive zero-knowledge with quantum random oracles. WORK IN PROGRESS!. Dominique Unruh University of Tartu With Andris Ambainis , Ansis Rosmanis. Estonian Theory Days. Classical Crypto. (Quick intro.). Non-interactive zero-knowledge (NIZK). Statement x (math. fact)

288 views • 12 slides

Intro duction to quantum computation

Intro duction to quantum computation. YIA-CHUNG CHANG ( ??? ) Research Center for Applied Sciences (RCAS) Academia Sinica, Taiwan ( ??? ?????? ). Collaboration: University of Illinois Angbo Fang, Gefei Qian (Phys) theoretical modeling

233 views • 7 slides