endobj 0000134250 00000 n 0000098621 00000 n 4 Boolean Functions, Quantum Bits, and Feasibility 27 4.1 Feasible Boolean Functions 28 4.2 An Example 30 4.3 Quantum Representation of Boolean Arguments 33 4.4 Quantum Feasibility 35 4.5 Problems 38 4.6 Summary and Notes 40 5 Special Matrices 41 5.1 Hadamard Matrices 41 5.2 Fourier Matrices 42 5.3 Reversible Computation and Permutation Matrices 43 The book starts with a chapter introducing the basic rules of quantum mechanics and how they can be used to build quantum circuits and perform computations. <> <>/Metadata 277 0 R/ViewerPreferences 278 0 R>> stream 0000077845 00000 n If one wants to use quantum mechanics to build a computer, one must understand and appreciate the implications how a quantum computer will view and process the problem. 2 0 obj 0000082979 00000 n 0000120488 00000 n 0000005030 00000 n 0000080418 00000 n %PDF-1.3 %���� 0000083417 00000 n Real computing devices are embodied in a larger and often richer physical reality than is represented by the idealized computing model. trailer << /Size 491 /Info 421 0 R /Root 430 0 R /Prev 318136 /ID[<476d01d4e38fd8d3a9ddcb8eee5a7b55><476d01d4e38fd8d3a9ddcb8eee5a7b55>] >> startxref 0 %%EOF 430 0 obj << /Type /Catalog /Pages 423 0 R /Outlines 434 0 R /Names 432 0 R /OpenAction 431 0 R /PageMode /UseOutlines /ViewerPreferences << >> /PageLabels 420 0 R /FICL:Enfocus 426 0 R >> endobj 431 0 obj << /S /GoTo /D [ 433 0 R /FitH -32768 ] >> endobj 432 0 obj << /Dests 418 0 R >> endobj 489 0 obj << /S 1090 /T 1271 /O 1337 /E 1353 /L 1369 /Filter /FlateDecode /Length 490 0 R >> stream 0000003423 00000 n 0000003984 00000 n 0000120567 00000 n ]���͊"{�����]z�q��߮��l{v��.��YV����x���8��2��ׯ>�~u�{>��t���8�R�R�(Q"O_�������+)/0�2�B�B�^���y|�����j��>��~%�����z����)]�KF�?�^���z{��"�P\��̠0���ͯ�e��@�/. 0000112711 00000 n 0000086481 00000 n A quantum computing primer for operator theorists David W. Kribs∗ Department of Mathematics and Statistics, University of Guelph, Guelph, ON, Canada N1G 2W1 Institute for Quantum Computing, University of Waterloo, Waterloo, ON, Canada N2L 3G1 Perimeter Institute for Theoretical Physics, 35 King St. North, Waterloo, ON, Canada N2J 2W9 0000083020 00000 n 0000004718 00000 n 0000004265 00000 n Quantum computing relies on quantum physics. 0000029471 00000 n 0000053688 00000 n See discussions, stats, and author profiles for this publication at: 0000079385 00000 n Quantum computing is the study of information processing tasks using quantum mechanical principles. 0000084265 00000 n Quantum information processing is the result of using the physical reality that quantum theory tells us about for the purposes of performing tasks that were 0000004594 00000 n endobj 20-March-2019 Quantum Computing CASC Spring 2019 Meeting, Washington, DC … 0000017082 00000 n 0000098597 00000 n ISBN 978-0-262-01506-6 (hardcover : alk. 0000135603 00000 n x��]Yo�:�~o���A���8��Yz�2}����ĊLb��{�������jI����� ȲL���Z�*R�ٛ���]��������. A QUANTUM COMPUTING PRIMER FOR OPERATOR THEORISTS DAVID W. KRIBS Abstract. 0000004892 00000 n For a complete introduction to quantum computing we refer the reader to Nielsen and Chuang [NC02]. QA76.889.R54 2011 004.1—dc22 2010022682 10987654321. 0000017058 00000 n This book is about quantum computing and quantum algorithms. 0000123242 00000 n 0000041255 00000 n 0000001903 00000 n Quantum Computing A Technology Primer BY KELLY SWANSON TYPE Cyber CHARACTERISTICS Detectability, Speed RISK FACTORS Vulnerable, Predictive, Action-enabling DOMAIN Cyber COUNTRY United States, China • Quantum computers have capabilities that exceed those of classical computers, processing information in a fundamentally different way by taking advantage of physics that occurs …
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