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  {\bf A Sample \LaTeX\ Abstract for LLMC on Probability \& Statistics}\\ %% title
  Betsy Lee \& John Hsu\\ %% author(s)
  Department of Mathematics\\ %% affiliation line 1
  Southern Illinois University Carbondale %% affiliation line 2
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  Kris Woo\\ %% other author(s) with a different affiliation, if needed
  Department of Mathematics, Statistics, \& Computer Science\\
  University of Illinois Chicago
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This is a sample \LaTeX\ abstract for your talk at the LLMC (Langenhop Lecture \& Mathematics Conference) on Pure \& Mathematics. You should submit your abstract using this file as a template. If there are figures in the abstract, the preferred figure format is PDF. Please also indicate the area of specialization of your talk at the end of the abstract.
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Please email your abstract {\em in plain text} to {\tt dfritcher@siu.edu}, together with any figure files for the abstract. You may submit an extended abstract following the format of this template file.
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In this talk, we present a new characterization for the simultaneous Lyapunov diagonal stability of a matrix set $\cal A$ via Hadamard multiplications by any positive semidefinite matrices. Our development relies mainly on a new notion called $\cal P$-sets.
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\noindent {\em Area of Specialization: Logic} %% indicate the area of specialization here

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