This audio is part of the Mount Zion Oral History records, which consists of oral histories conducted with members of Mount Zion Temple in Saint Paul, Minnesota as research in preparation for Mount Zion Temple's 150 anniversary in 2006. This oral history is part of the series on Holocaust Survivors.
Creator:
Schwarz, Anita; Mount Zion Temple
Contributor:
Barrows, Mary Ann
Created:
2005-03-13
Contributed By:
University of Minnesota Libraries, Nathan and Theresa Berman Upper Midwest Jewish Archives.
This audio is part of the Mount Zion Oral History records, which consists of oral histories conducted with members of Mount Zion Temple in Saint Paul, Minnesota as research in preparation for Mount Zion Temple's 150 anniversary in 2006. This oral history is part of the series on Holocaust Survivors.
Creator:
Schwarz, Walter; Mount Zion Temple
Contributor:
Barrows, Mary Ann
Created:
2005-03-13
Contributed By:
University of Minnesota Libraries, Nathan and Theresa Berman Upper Midwest Jewish Archives.
Cartographic Details: Scale approximately 1:31,680. Title from accompanying text. Manuscript title from slipcase: Perspectiv-Karte der Umgebungen Wien's von Schweikhart v. Sickingen. Relief shown by hachures, shading, and form lines. Buildings drawn in perspective. Accompanied by index.
Creator:
Schweickhardt, Franz Xaver, 1794-1858
Created:
1830 - 1838
Contributed By:
University of Minnesota Libraries, John R. Borchert Map Library.
We discuss complexity aspects of Lasserre's sequenceof SDP relaxations of a givenpolynomial optimization problem. As a special example where alot is known, weconsider the MAXCUT problem. The following topics should becovered:- the moment problem and convergence to unique minimizers,- speed of convergence to the optimal value,- Scheiderers result...
Creator:
Schweighofer, Markus (Universität Konstanz)
Created:
2007-01-17
Contributed By:
University of Minnesota, Institute for Mathematics and its Applications.
We are concerned with the stability and approximation properties of enriched meshfree methods for the discretization of PDE on arbitrary domains. In particular we focus on the particle-partition of unity method (PPUM) yet the presented results hold for any partition of unity based enrichment scheme. The goal of our enrichment scheme is to recove...
Creator:
Schweitzer, Marc Alexander (Rheinische Friedrich-Wilhelms-Universität Bonn)
Created:
2010-11-03
Contributed By:
University of Minnesota, Institute for Mathematics and its Applications.
Eduardo SchianodiCola was born in 1965 in Monte Di Procida, Italy. In 1987 he flew to the New York with some friends and then drove to Baltimore and began to work there. In 1995 he married his wife. In 2004 he became an American citizen.
Creator:
ScianodiCola, Ida
Created:
2017-10-30
Contributed By:
University of Minnesota, Immigration History Research Center