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12. Classical and Reversible Computation

  • 2026
  • OriginalPaper
  • Chapter
Published in:
Authors
Osama M. Raisuddin
Suvranu De
Published in
Quantum Computing for Engineers
Publisher
Springer Nature Switzerland

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Abstract

This chapter delves into the fascinating world of classical and reversible computation within the realm of quantum computing. It begins by establishing that all quantum gates, except measurement, are reversible due to their unitary nature. The text then explores how classical computation, typically irreversible, can be performed on quantum computers by utilizing reversible versions of classical gates like NAND and FANOUT, which are implemented using ancilla qubits. The chapter introduces Bennett's uncompute trick, a method to remove garbage collected in ancilla qubits, thereby enhancing the efficiency of reversible computation. Additionally, it discusses quantum oracles, both basis state and phase oracles, which are crucial for analyzing the computational power of quantum algorithms. The chapter concludes by highlighting the potential of quantum computers to process classical information, setting the stage for future discussions on quantum algorithms and their applications in scientific and engineering computation tasks.
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previous chapter Superposition and Entanglement
next chapter Access Models and Data Representation
Title
Classical and Reversible Computation
Authors
Osama M. Raisuddin
Suvranu De
Copyright Year
2026
Book
Quantum Computing for Engineers

Print ISBN: 978-3-032-03324-6

Electronic ISBN: 978-3-032-03325-3

Copyright Year: 2026

DOI
https://doi.org/10.1007/978-3-032-03325-3_12
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