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An Introduction to Quantum Computing Algorithms
An Introduction to Quantum Computing Algorithms
155,15
172,39 €
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[see attached for complete text] Over the last decade quantum computing has become a rapidly growing field with relevance to topics from physics, mathematics, and computer science. Aimed at engaging the mathematically literate reader who may not have a background in all of the subspecialties of the field, this work will provide the context for understanding and developing algorithms for a prospective quantum computer. Key features include: * clear and concise exposition, * minimal prerequisites…
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[see attached for complete text] Over the last decade quantum computing has become a rapidly growing field with relevance to topics from physics, mathematics, and computer science. Aimed at engaging the mathematically literate reader who may not have a background in all of the subspecialties of the field, this work will provide the context for understanding and developing algorithms for a prospective quantum computer. Key features include: * clear and concise exposition, * minimal prerequisites, * detailed overview of the historical context of quantum computing, * discussion of the most recent developments, including the factoring algorithm of

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  • Author: Arthur O Pittenger
  • Publisher:
  • ISBN-10: 0817641270
  • ISBN-13: 9780817641276
  • Format: 16.1 x 24.1 x 1.5 cm, hardcover
  • Language: English English

[see attached for complete text] Over the last decade quantum computing has become a rapidly growing field with relevance to topics from physics, mathematics, and computer science. Aimed at engaging the mathematically literate reader who may not have a background in all of the subspecialties of the field, this work will provide the context for understanding and developing algorithms for a prospective quantum computer. Key features include: * clear and concise exposition, * minimal prerequisites, * detailed overview of the historical context of quantum computing, * discussion of the most recent developments, including the factoring algorithm of

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