Review of Quantum Computing

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Quantum Physics

Title: an introduction to quantum computing.

Abstract: Quantum Computing is a new and exciting field at the intersection of mathematics, computer science and physics. It concerns a utilization of quantum mechanics to improve the efficiency of computation. Here we present a gentle introduction to some of the ideas in quantum computing. The paper begins by motivating the central ideas of quantum mechanics and quantum computation with simple toy models. From there we move on to a formal presentation of the small fraction of (finite dimensional) quantum mechanics that we will need for basic quantum computation. Central notions of quantum architecture (qubits and quantum gates) are described. The paper ends with a presentation of one of the simplest quantum algorithms: Deutsch's algorithm. Our presentation demands neither advanced mathematics nor advanced physics.

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IMAGES

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COMMENTS

  1. Introduction to Quantum Computers

    What is a Quantum Computer? Brief history, quantum mechanics, current status. Basic Concepts of Quantum Computers. Qubit, superposition, entanglement, decoherence, measurement. Quantum gates, quantum circuits, quantum algorithm. How does a Quantum Computer work? Requirements of quantum computer. Quantum computer design & roadmap.

  2. Quantum Computing Review: A Decade of Research | IEEE ...

    Quantum computing (QC) has the potential to be the next abstruse technology, with a wide range of possible applications and ramifications for organizations and markets. QC provides an exponential speedup by employing quantum mechanics principles, including superposition and entanglement.

  3. Introduction to Quantum Computing - Duke University

    Quantum Computing. “Nature isn’t classical, dammit, and if you want to make a simulation of nature, you’d mechanical, and problem, because Richard Feynman.

  4. Introduction to Quantum Computing - NASA Technical Reports ...

    Agenda. Part I: Quantum-computing fundamentals. High-level motivation, history, and status. Qubits, multi-qubit states, and quantum measurement. Review of notation. Quantum gates and quantum circuits. Part II: Circuit-model quantum computing. Quantum gates and quantum circuits (cont.)

  5. Quantum Computing | PPT | Free Download - SlideShare

    This seminar presentation provides an introduction to quantum computing, including its history, why it is important, how it works, potential applications, challenges, and conclusions. Specifically, it discusses how quantum computers use quantum mechanics principles like qubits and superposition to perform calculations.

  6. LECTURE 1: QUANTUM COMPUTING HARDWARE LANDSCAPE AND INTRODUCTION

    Brief history, International stakeholders, research communities, buzzwords. Recap of quantum computing concepts. Presentation of hardware architectures, main relevant results, roadmaps. Superconducting transmons and cQED systems.

  7. A report on teaching a series of online lectures on quantum ...

    At CERN, the research activities around quantum information processing tech-nologies crystallized in 2020 in the creation of the Quantum Technology Initiative (QTI), which encompasses the areas of quantum computing, quantum communica-tion, quantum sensing and quantum simulation.

  8. Review of Quantum Computing | IEEE Conference Publication ...

    This paper discusses the reason of quantum computer's powerful computing ability — the correlation effect between quantum entangled states. Several possible schemes of quantum computer are introduced.

  9. Quantum Computing: Principles and Applications

    This paper introduces the basic concepts of quantum computing, particularly for a general-purpose gate-based quantum computer, and describes the well-researched applications of quantum computing for non-experts.

  10. [0708.0261] An Introduction to Quantum Computing - arXiv.org

    The paper begins by motivating the central ideas of quantum mechanics and quantum computation with simple toy models. From there we move on to a formal presentation of the small fraction of (finite dimensional) quantum mechanics that we will need for basic quantum computation.