Quantum Circuit
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Lecture 2: Quantum Math Basics 1 Complex Numbers
www.cs.cmu.eduQuantum Computation (CMU 18-859BB, Fall 2015) Lecture 2: Quantum Math Basics September 14, 2015 Lecturer: John Wright Scribe: Yongshan Ding 1 Complex Numbers From last lecture, we have seen some of the essentials of the quantum circuit model of compu-tation, as well as their strong connections with classical randomized model of computation.
A Gentle Introduction Eleanor Rieffel and Wolfgang Polak - CAS
mmrc.amss.cas.cn7.8.3 A Quantum Circuit for Fast Fourier Transform 156 7.9 References 158 7.10 Exercises 159 8 Shor’s Algorithm 163 8.1 Classical Reduction to Period-Finding 164 8.2 Shor’s Factoring Algorithm 164 8.2.1 The Quantum Core 165 8.2.2 Classical Extraction of the Period from the Measured Value 166 8.3 Example Illustrating Shor’s Algorithm 167
Quantum Computation and Quantum Information
mmrc.amss.cas.cn4.6 Summary of the quantum circuit model of computation 202 4.7 Simulation of quantum systems 204 4.7.1 Simulation in action 204 4.7.2 The quantum simulation algorithm 206 4.7.3 An illustrative example 209 4.7.4 Perspectives on quantum simulation 211 5 The quantum Fourier transform and its applications 216
Chapter 1 Quantum Computing Basics and Concepts
web.cecs.pdx.edudesigning quantum algorithms in the circuit representation provides a good basis for comparison. Moreover the circuit representation is one that is the most explicit; at the same time it provides a good visual representation as well as it also allows a direct formalization and generalization of principles of both quantum computation and circuit ...
M-Series™ Quantum User Manual - Vizio
cdn.vizio.comnot place any objects on the top of your TV . Doing so could short circuit parts causing a fire or electric shock. Never spill liquids on your TV. • Your TV should be operated only from the type of power source indicated on the label . If you are not sure of the type of power supplied to your home, consult your dealer or local power company .
Quantum Computing: Lecture Notes
homepages.cwi.nlquantum algorithms that are significantly faster than any classical algorithm solving the same problem. The field started in the early 1980s with suggestions for analog quantum computers by