Philip Atzemoglou
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Philip
Atzemoglou
Former Member
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Interests
The study of quantum programming languages is still at a nascent stage. I believe that, by formalising these languages to higher degrees of abstraction, we will be able to single out the structural elements that provide quantum computation with its power. This will allow us to write more expressive languages and use them to design useful quantum algorithms, instead of relying largely on guesswork, as has been the case until now. My research interests lie at the intersection between quantum computing, category theory [AC04], programming language semantics and logic [Abr93].
I have been working on a lambda calculus that bridges the programming languages approach to quantum programming [Sel04a], [Sel04b], [vTD03], [vT04], [SV04], [SV08], [SV10] with the the category theoretic approach of [AC04] and the complementary observables of [CD11], [CPP10] and [CPP08]. The higher-order language in my dissertation thus attempts this bridge by casting the diagrammatic formalism into the rich and well established tradition of type theory. The dagger lambda calculus, that is how the language is called, lends itself nicely to measurement-based quantum computation [DKP07] and is capable of encoding many well known quantum algorithms.
Publications
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The dagger lambda calculus Philip Atzemoglou In Bob Coecke, Ichiro Hasuo and Prakash Panangaden editors: Proceedings of the 11th workshop on Quantum Physics and Logic (QPL 2014), Kyoto, Japan, 4-6th June 2014, Electronic Proceedings in Theoretical Computer Science 172, pp. 217-235, doi:10.4204/EPTCS.172.15. (arXiv:1406.1633 [cs.LO]). Published: 28th December 2014. Details | BibTeX | Slides | Talk | PDF | arXiv |
Thesis
The title of my thesis is "Higher-order semantics for quantum programming languages with classical control". You can download a copy from arXiv:1311.6563 or view its official bibliographic information in the Oxford Research Archive.
Biography
I have a Master of Science degree in Computer Science from Columbia University. Before that, I did my Bachelor's degree at NYU, where I majored in Mathematics and Computer Science, with an emphasis in pure mathematics and theoretical computer science. Before coming here, I also spent some time as an officer in the Greek army; an unusual experience, which did however provide me with a heightened sense of discipline in my life.
Info
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Themes |
Foundations, Logic and Structures |
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Activities |
Quantum Group |
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