elliptic.space

William Slofstras homepage -- About

Institute for Quantum Computing. 200 University Ave. West. Waterloo, Ontario, Canada, N2L 3G1. Im currently a Research Assistant Professor at IQC. Prior to IQC, I was a Krener Assistant Professor at UC Davis. From 2012-2015, and a visiting studentresearcher at UBC. From 2011-2012. I completed my Ph.D. at UC Berkeley. In December, 2011. My advisor was Constantin Teleman. My research is in Lie theory and algebraic combinatorics. Some specific areas of interest include. Geometry of Schubert varieties.
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The web page elliptic.space presently has a traffic classification of zero (the lower the higher page views). We have analyzed five pages inside the web page elliptic.space and found one website referencing elliptic.space. I noted one mass web platforms belong to this website.
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Scott Aaronson

My research interests center around the capabilities and limits of quantum computers, and computational complexity theory more generally. 6S899 Seminar on Computation and Physics. 6045 Automata, Computability, and Complexity.

WHAT DOES ELLIPTIC.SPACE LOOK LIKE?

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ELLIPTIC.SPACE SERVER

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William Slofstras homepage -- About

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Institute for Quantum Computing. 200 University Ave. West. Waterloo, Ontario, Canada, N2L 3G1. Im currently a Research Assistant Professor at IQC. Prior to IQC, I was a Krener Assistant Professor at UC Davis. From 2012-2015, and a visiting studentresearcher at UBC. From 2011-2012. I completed my Ph.D. at UC Berkeley. In December, 2011. My advisor was Constantin Teleman. My research is in Lie theory and algebraic combinatorics. Some specific areas of interest include. Geometry of Schubert varieties.

PARSED CONTENT

The web page had the following in the web page, "Waterloo, Ontario, Canada, N2L 3G1." I saw that the web page stated " Im currently a Research Assistant Professor at IQC." They also said " Prior to IQC, I was a Krener Assistant Professor at UC Davis. From 2012-2015, and a visiting studentresearcher at UBC. My advisor was Constantin Teleman. My research is in Lie theory and algebraic combinatorics. Some specific areas of interest include."

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