Denis Lapitski - D.Phil student at the Oxford Centre for Industrial and Applied Mathematics OCIAM
I am a D.Phil student at the Oxford Centre for Industrial and Applied Mathematics OCIAM. A division of the Oxford University Mathematical Institute. My work is supervised by Dr. Paul J. Dellar. And generously funded by the Engineering and Physical Sciences Research Council EPSRC. As a method to simulate non-relativistic quantum systems governed by the Schrodinger equation. Since then it has been developed into a more general method for quantum electrodynamics. Last updated 12 August 2012.
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This web page denislapitski.com was registered on May 24, 2009. This domain was last updated on May 25, 2014. It will expire on May 24, 2015. It is now eight hundred and forty weeks, five days, nineteen hours, and twenty-five minutes old.
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May
2009
UPDATED
May
2014
EXPIRED
May
2015
PERIOD OF EXISTANCE
16
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1
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5
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A HAPPY DREAMHOST CUSTOMER
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417 ASSOCIATED RD #324 C/O DENISLAPITSKI.COM
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Denis Lapitski - D.Phil student at the Oxford Centre for Industrial and Applied Mathematics OCIAMDESCRIPTION
I am a D.Phil student at the Oxford Centre for Industrial and Applied Mathematics OCIAM. A division of the Oxford University Mathematical Institute. My work is supervised by Dr. Paul J. Dellar. And generously funded by the Engineering and Physical Sciences Research Council EPSRC. As a method to simulate non-relativistic quantum systems governed by the Schrodinger equation. Since then it has been developed into a more general method for quantum electrodynamics. Last updated 12 August 2012.CONTENT
This web page denislapitski.com states the following, "Phil student at the Oxford Centre for Industrial and Applied Mathematics OCIAM." Our analyzers saw that the website also stated " A division of the Oxford University Mathematical Institute." The Website also said " My work is supervised by Dr. And generously funded by the Engineering and Physical Sciences Research Council EPSRC. As a method to simulate non-relativistic quantum systems governed by the Schrodinger equation. Since then it has been developed into a more general method for quantum electrodynamics. Last updated 12 August 2012."SIMILAR DOMAINS
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