This talk deals with the problem of identifying and estimating dynamical parameters of continuous-time quantum open systems, in the input-output formalism. I will discuss several aspects of this problem:The first aspect concerns the structure of the space of identifiable parameters for ergodic dynamics, assuming full access to the output state f...
Creator:
Guta, Madalin (University of Nottingham)
Created:
2016-04-13
Contributed By:
University of Minnesota, Institute for Mathematics and its Applications.
A letter to Arthur Kleiner from the Midwest Film Academy notifying him that he has been approved as a Fellow of the academy. Signed by (The Rev.) Gustav Kopka, Jr. Ph.D.
Creator:
Gustav Kopka, Jr. Ph.D.
Contributor:
Midwest Film Academy
Created:
1968-07-02
Contributed By:
University of Minnesota Libraries, Special Collections and Rare Books.
Katrina Gustafson was born in Wheeling, IL in 1994. Her mother had migrated to the United States from the Philippines, and her maternal grandparents moved to the United States to be with her family during Katrina
Creator:
Gustafson, Katrina
Created:
2015-03-20 - 2015-06-20
Contributed By:
University of Minnesota, Immigration History Research Center
Black and white photograph of violinist Christian Tetzlaff. Signed: "To wonderful Minnesota orchestra with many thanks for beautiful and cooperative music making!! Sincerely, Christian Tetzlaff"
Creator:
Gusov, Sasha
Contributed By:
University of Minnesota Libraries, Performing Arts Archives.
Let K =(K1€¦Kn) be a n-tuple ofconvex compact subsets in the Euclidean spaceRn, and let V (·) be the Euclidean volume inRn . The Minkowski polynomial VK is defined as VK(x1,€¦, xn)= V (λ1K1+€¦+λnKn) and the mixed volume V(K1,€¦,Kn) asV(K1€¦Kn) =ˆ‚n / ˆ‚λ1€¦ˆ‚λnVK(λ1K1+€¦Î»nKn).The mixed volume is one of the backbones of convexity theory.Aft...
Creator:
Gurvits, Leonid (Los Alamos National Laboratory)
Created:
2007-04-17
Contributed By:
University of Minnesota, Institute for Mathematics and its Applications.
The fundamental trade-off in coding theory is the onebetween the rate of the code (a measure of amount of redundancyintroduced) and the amount of errors that can be corrected. In thistalk, I will describe an explicit construction of codes that achievesthe optimal trade-off between these parameters, for a worst-case noise model where the channel ...
Creator:
Guruswami, Venkatesan (University of Washington)
Created:
2007-04-16
Contributed By:
University of Minnesota, Institute for Mathematics and its Applications.