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Creator:: Groehler, Brett
Contributor:: University of Minnesota Duluth
Created:: 2012-09-28
Contributed By:: Archives and Special Collections, Kathryn A. Martin Library, University of Minnesota Duluth
Last Updated:: 2023-06-29

Creator:: Groehler, Brett
Contributor:: University of Minnesota Duluth
Created:: 2012-09-28
Contributed By:: Archives and Special Collections, Kathryn A. Martin Library, University of Minnesota Duluth
Last Updated:: 2023-06-29

Limnologist

Description:: Joseph Shapiro, Associate Director, Limnological Research Center
Creator:: University of Minnesota. Radio Station KUOM
Contributor:: Shapiro, Joseph
Created:: 1969-03-06
Contributed By:: University of Minnesota Libraries, University Archives.
Last Updated:: 2017-11-28

Description:: The question of limitation of population growth recently became not a question of aesthetics but a question of survival. Dr. John Brandl, Director of the School of Public Affairs at the University of Minnesota, explains his position on the topic.
Creator:: University of Minnesota. Radio Station KUOM; University of Minnesota. Audio Visual Library Services
Contributor:: Brandl, John
Created:: 1972
Contributed By:: University of Minnesota Libraries, University Archives.
Last Updated:: 2017-11-28

Description:: An important problem in coherent spectroscopy and quantum information science is to find limits on how close an open quantum dynamical system can be driven to a target state in the presence of dissipation and decoherence. What is the optimal excitation that achieves this objective? We describe these problems in the context of the design of multi...
Creator:: Khaneja, Navin (Harvard University)
Created:: 2009-03-05
Contributed By:: University of Minnesota, Institute for Mathematics and its Applications.
Last Updated:: 2018-06-19

Description:: We develop a theory of limits for sequences of dense abstract simplicial complexes, where a sequence is considered convergent if its homomorphism densities converge. The limiting objects are represented by stacks of measurable [0,1]-valued functions on unit cubes of increasing dimension, each corresponding to a dimension of the abstract simplici...
Creator:: Segarra, Santiago (Rice University)
Created:: 2022-08-01
Contributed By:: University of Minnesota, Institute for Mathematics and its Applications.
Last Updated:: 2022-09-06

Description:: I will describe recent results (obtained jointly with A. Guionnet P. Wood) concerning perturbations of non-normal random matrices and their stabilization by additive noise. This builds on techniques introduced earlier inthe context of the 'single ring theorem', by Guionnet, Krishnapur, and the speaker.
Creator:: Zeitouni, Ofer (University of Minnesota, Twin Cities)
Created:: 2011-09-27
Contributed By:: University of Minnesota, Institute for Mathematics and its Applications.
Last Updated:: 2018-06-19