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A Practical Course on Quantum Monte Carlo

Regular price £60.00
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This book showcases that Quantum Monte Carlo isn't just a numerical tool—it's an expedition that reveals the hidden facets of the quantum world. It’s an ideal text for researchers and readers who w...
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  • 30 September 2025
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Covering topics including diffusion Monte Carlo, path integral Monte Carlo, variational Monte Carlo, and fermionic complexities (and many more), this book isn't merely a compendium of methods—it's a voyage of understanding. The book empowers readers to decipher the inner workings of Quantum Monte Carlo. It doesn't stop at equipping you with theories; it arms you with practical insights through sample codes, enabling you to deconstruct, analyze, and enhance existing algorithms. Ultimately, it showcases that Quantum Monte Carlo isn't just a numerical tool—it's an expedition that reveals the hidden facets of the quantum world.

Key Features:

  • Accompanying code and worked examples of how an algorithm can be coded and tested
  • What makes Quantum Monte Carlo superior and just as importantly, what breaks it
  • Teaches statistical physics and quantum physics in parallel
  • Includes detailed mathematical derivations that won’t leave blind spots
  • Emphasises Quantum Monte Carlo as a tool of visualizing quantum mechanics
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Price: £60.00
Pages: 200
Publisher: Institute of Physics Publishing
Imprint: Institute of Physics Publishing
Publication Date: 30 September 2025
ISBN: 9780750363105
Format: eBook
BISACs:

SCIENCE / Physics / Quantum Theory, Quantum physics (quantum mechanics and quantum field theory), SCIENCE / Physics / Mathematical & Computational, MATHEMATICS / Applied, Computer modelling and simulation, Maths for scientists

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Preface

Author biography

1 Introduction

2 Variational Monte Carlo (VMC)

3 Principles of wave function optimization

4 Diffusion Monte Carlo

5 Path integral Monte Carlo

6 Path integral ground-state Monte Carlo

Appendix A: Central limit theorem

Appendix B: Diffusion matrix elements

Appendix C: Rejection method

Appendix D: Updating Slater determinants

Appendix E: Path integral Monte Carlo virial estimator

Appendix F: Error estimation

Appendix G: Perturbation expansion