VICTOR VEITCH THESIS

Some features of this site may not work without it. Skip to main content. Victor de Oliveira, Benjamin Kedem. Department of Applied Mathematics. Diciccio Christian Genest Anthony F. This prize recognizes the best PhD thesis in probability or statistics defended at a Canadian university in a given year.

Metadata Show full item record. Victor de Oliveira, Benjamin Kedem. Ross Thomas J. His work also makes substantial contributions to the theory of graph limits. Statistics View Google statistics. In this context we discover that the sum of the negative entries of the discrete Wigner representation of a state is a measure of its usefulness for quantum computation. We believe that the techniques we develop here will be widely applicable in quantum theory, particularly in the context of resource theories.

Victor’s thesis makes an in-depth study of this new model, uncovering sampling interpretations and identifying canonical estimators. Ross Thomas J.

Abstract This thesis deals with the question of what resources are necessary and sufficient for quantum computational speedup. This connection allows us to establish a number of important results related to magic state computation, an important model for fault tolerant quantum computation using stabilizer operations supplemented by the ability to prepare noisy non-stabilizer ancilla states.

Victor Veitch, Pierre Robillard Award 2018

Metadata Show full tjesis record. Moreover, by casting magic state computation as resource theory we are able to quantify how useful ancilla resource states are for quantum computation, which allows us to give bounds on the required resources.

victor veitch thesis

This thesis is concerned with advancing the confrontation between relativistic quantum information RQI and experiment. Victor’s research on sparse graph models, graph limits, and estimation has made foundational contributions to network data analysis and more generally, the problem of modeling relational data.

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victor veitch thesis

Statistics View Google statistics. Thesiss to Daniel Roy, who was primarily responsible for producing this material. Cite this version of the work Victor Veitch Negative Quasi-probability in the Context of Quantum Computation. Collections Applied Mathematics Theses.

victor veitch thesis

Victor is from Waterloo, Ontario. This gives a precise, quantitative meaning to the negativity of a quasi-probability representation, thereby resolving the 80 year debate as to whether this quantity is a meaningful indicator of quantum behaviour.

We investigate the lessons that some present-day experiments can teach us about the vcitor Account Options Sign in. Richard Shillington T. This prize recognizes the veirch PhD thesis in probability or statistics defended at a Canadian university in beitch given year. The criteria used in selecting the winner of the Pierre Robillard Award include the originality of ideas and techniques, the possible applications and their treatment, and the potential impact of the work.

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Victor de Oliveira, Benjamin Kedem. The Canadian Journal of Statistics Award. In particular, we study what resources are required to promote fault tolerant stabilizer computation to universal theeis computation. My library Help Advanced Book Search.

Department of Statistics – Columbia University

Moreover, by casting magic state computation as resource theory we are able to quantify how useful ancilla resource states are for quantum computation, which allows us to give bounds on the required resources. Negative Quasi-probability in the Context of Quantum Computation Victor Veitch University of Waterloo- 80 pages 0 Reviews This thesis deals with the question of what resources are necessary and sufficient for quantum computational speedup.

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Juli Atherton and Jingjing Wu. In this context we discover a remarkable connection between the possibility of quantum computational speedup and negativity in the discrete Wigner function, which is a particular distinguished quasi-probability representation for quantum theory.

Some features of this site may not work without it.

Negative Quasi-Probability in the Context of Quantum Computation

We believe that the techniques we develop here will be widely applicable in quantum theory, particularly in the context of resource theories.

Skip to main content.

Victor Veitch, Pierre Robillard Award This thesis deals with the question of what resources are necessary and sufficient for quantum computational speedup. This connection allows us to establish a number of important results related to magic state computation, an important model for fault tolerant quantum computation using stabilizer operations supplemented by the ability to prepare noisy non-stabilizer ancilla states.

His work also makes substantial contributions to the theory of graph limits.