PhD student in quantum information theory in Gerardo Adesso's Quantum Correlations group at the University of Nottingham.

My interests lie in the mathematical characterisation of quantum resources and correlations, as well as the optimisation problems involved in their quantification.


Publications

  1. One-shot coherence distillation
    B. Regula, K. Fang, X. Wang, and G. Adesso
    arxiv:1711.10512 arXivcode

  2. Convex geometry of quantum resource quantification
    B. Regula
    J. Phys. A: Math. Theor., in press (2017) arXivcode

  3. Converting multilevel nonclassicality into genuine multipartite entanglement
    B. Regula, M. Piani, M. Cianciaruso, T. R. Bromley, A. Streltsov, and G. Adesso
    arxiv:1704.04153 arXiv

  4. Geometric approach to entanglement quantification with polynomial measures
    B. Regula and G. Adesso
    Phys. Rev. A 94, 022324 (2016) arXivpdf

  5. Strong monogamy inequalities for four qubits
    B. Regula, A. Osterloh, and G. Adesso
    Phys. Rev. A 93, 052338 (2016) arXivpdf

  6. Entanglement quantification made easy: Polynomial measures invariant under convex decomposition
    B. Regula and G. Adesso
    Phys. Rev. Lett. 116, 070504 (2016)arXivpdf

  7. Generating entanglement between two-dimensional cavities in uniform acceleration
    B. Regula, A. R. Lee, A. Dragan, and I. Fuentes
    Phys. Rev. D 93, 025034 (2016)arXivpdf

  8. Strong monogamy conjecture for multiqubit entanglement: The four-qubit case
    B. Regula, S. Di Martino, S. Lee, and G. Adesso
    Phys. Rev. Lett. 113, 110501 (2014) arXivpdf

Talks

  1. Convex geometry of quantum resource quantification
    Nanyang Quantum 2017
    Nanyang Technological University, Singapore
    13 December 2017 slides

  2. Converting multilevel nonclassicality into multipartite entanglement
    Asian Quantum Information Science Conference 2017
    National University of Singapore, Singapore
    7 September 2017 slides

  3. Convex geometry of quantum resource quantification
    Asian Quantum Information Science Conference 2017
    National University of Singapore, Singapore
    4 September 2017 slides

  4. Converting multilevel nonclassicality into multipartite entanglement
    National Quantum Information Center, Gdańsk, Poland
    20 March 2017

  5. Geometric approach to entanglement quantification with polynomial measures
    Young Italian Quantum Information Science Conference 2016
    Università La Sapienza, Rome, Italy
    19 September 2016 slides

  6. Geometric approach to entanglement quantification with polynomial measures
    Asian Quantum Information Science Conference 2016
    Academia Sinica (中央研究院), Taipei, Taiwan
    30 August 2016 slides

  7. Geometric approach to entanglement quantification with polynomial measures
    Korea Institute for Advanced Study, Seoul, Korea
    10 August 2016 slides

  8. Entanglement quantification made easy: Polynomial measures invariant under convex decomposition
    University of Gdańsk, Gdańsk, Poland
    18 March 2016 slides

  9. Entanglement quantification made easy: Polynomial measures invariant under convex decomposition
    University of Warsaw, Warsaw, Poland
    17 March 2016 slides

  10. Entanglement quantification made easy: Polynomial measures invariant under convex decomposition
    Jagiellonian University, Kraków, Poland
    14 March 2016 slides