Symbolic Execution of Hadamard-Toffoli Quantum Circuits

Author:

Carette Jacques1,Ortiz Gerardo2,Sabry Amr2

Affiliation:

1. McMaster University, Canada

2. Indiana University, USA

Publisher

ACM

Reference43 articles.

1. Alastair A. Abbott . 2012. The Deutsch-Jozsa problem: de-quantization and entanglement. Natural Computing, 11 ( 2012 ). Alastair A. Abbott. 2012. The Deutsch-Jozsa problem: de-quantization and entanglement. Natural Computing, 11 (2012).

2. D. Aharonov. 2003. A simple proof that Toffoli and Hadamard are qauntum universal. arXiv:quant-ph/0301040. D. Aharonov. 2003. A simple proof that Toffoli and Hadamard are qauntum universal. arXiv:quant-ph/0301040.

3. The Two-State Vector Formalism: An Updated Review

4. Towards Large-scale Functional Verification of Universal Quantum Circuits

5. Matthew Amy , Martin Roetteler , and Krysta M . Svore . 2017 . Verified Compilation of Space-Efficient Reversible Circuits. In Computer Aided Verification, Rupak Majumdar and Viktor Kunčak (Eds.). Springer International Publishing , Cham. 3–21. isbn:978-3-319-63390-9 Matthew Amy, Martin Roetteler, and Krysta M. Svore. 2017. Verified Compilation of Space-Efficient Reversible Circuits. In Computer Aided Verification, Rupak Majumdar and Viktor Kunčak (Eds.). Springer International Publishing, Cham. 3–21. isbn:978-3-319-63390-9

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