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Mason’s STEM Accelerator’s Work Is Award-Winning
Mason’s STEM Accelerator’s Work Award-Winning
2015/3/4
By helping undergraduates succeed in science, technology, engineering and mathematics (STEM) courses, George Mason University’s STEM Accelerator is being named one of Virginia’s “2015 Progra...
The Work of Ngo Bao Chau
Work Ngo Bao Chau
2011/1/17
In August 2010, Ngˆo Bao Chˆau was awarded a Fields Medal for his deep work relating the Hitchin fibration to the Arthur-Selberg trace formula, and in particular for his proof of the Fundame...
Donald Burkholder's work in martingales and analysis
Donald Burkholder's work martingales analysis
2011/2/24
The two mathematicians who have most advanced martingale theory in the last seventy years are Joseph Doob and Donald Burkholder. Martingales as a remarkably flexible tool are used throughout probabili...
A short survey on mathematical work of Cemal Ko¸
A short survey mathematical work Cemal Ko¸
2010/12/20
I first met Cemal Ko¸c during Spring semester of 1977. He was then a young associate professor at the Middle East Technical University, Ankara, and I was a Ph.D. student attending his graduate c...
Degenerate diffusion with a drift potential: a viscosity solutions approach, joint work with I. C. Kim, truncated version
drift potential viscosity solutions approach
2010/11/23
This is a truncated version of the paper "Degenerate diffusion with a drift potential: a viscosity solutions approach", co-authored with I. C. Kim. The purpose of this version is to withdraw the claim...
Moser's mathemagical work on the equation 1^k+2^k+...+(m-1)^k=m^k
Moser's mathemagical work equation
2010/11/19
If the equation of the title has an integer solution with k>1, then m>10^{10^6}. Leo Moser showed this in 1953 by amazingly elementary methods. With the hindsight of more than 50 years his proof can ...
A field-theoretic approach to nonequilibrium work identities
Work identities Stochastic dynamics Supersymmetry
2010/12/16
We study nonequilibrium work relations for a space-dependent field with stochastic dynamics
(Model A). Jarzynski’s equality is obtained through symmetries of the dynamical action in the
path integra...
An Example of a Stable Functional Equation When the Hyers Method Does Not Work
Cauchy's functional equation Stability Hyers iteration
2008/7/3
An Example of a Stable Functional Equation When the Hyers Method Does Not Work.