Louisiana Tech University - Mathematics
Chair and Professor at The University of Southern Mississippi
Higher Education
Bernd
Schroeder
Hattiesburg, Mississippi Area
General experience: I am interested in just about all kinds of mathematics, and, through writing textbooks, I have become quite knowledgeable. If I cannot answer a question (which is more often than I like), and if an answer is possible, I can usually find someone who has it.
My interest in what exactly happens when an individual learns how to do proofs (or mathematics at other levels) has given me a better understanding of the challenges that students face at all levels.
Mathematical experience has helped me greatly in taking care of day-to-day administrative tasks. Correct application of policy is in the end a matter of logic and scheduling is nothing but discrete mathematics.
Deep experience: I would love to solve the reconstruction problem for ordered sets and I think I have built up some pretty good tools so far.
Specialties: Discrete mathematics (ordered sets, graphs), education (from remedial to graduate level mathematics), harmonic analysis, probability theory, college administration.
Assistant Professor
B worked at Hampton University as a Assistant Professor
Research Associate
B worked at Hampton University as a Research Associate
Chair and Professor
B worked at The University of Southern Mississippi as a Chair and Professor
Professor and Program Chair
Holding the Edmondson/Crump professorship since September 2004.
Academic Director
B worked at Louisiana Tech University as a Academic Director
Associate Professor
B worked at Louisiana Tech University as a Associate Professor
Ph.D.
Mathematics
MS
Mathematics
Vordiplom (eq. BS)
Mathematics, Physics
Proceedings of the American Mathematical Society
Abstract: In this note a recursive type condition for positivity of the angle between past and future for -variate stationary sequences is provided. In the case it gives a simple different proof of a result due to Solev and Tserkhtsvadze on basicity of bivariate stationary sequences.
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