Catalin Georgescu

Catalin Georgescu

Associate Professor

MATHEMATICAL SCIENCES

Patterson Hall 217

Phone: (605) 658-5977

Email: Catalin.Georgescu@usd.edu

Website: https://sites.google.com/a/usd.edu/catalin-web-page/home

Research Interests:

Dynamical Systems


Education:

  • Ph D, Mathematics, The State University of New York at Buffalo, 2004
  • BS, Mathematics & Theoretical Mechanics, The University of Bucharest, 1993

Research:

  • General Membership, Institute for Mathematics and Its Applications, University of Minnesota, (2012)

Grants:

  • Curriculum Transformation Grant, College of Arts and Science. (2017 - 2017)
  • Research Excellence Grant, The Office of Reseach & College of Arts & Science. (2010 - 2011)
  • Travel Grant, College of Arts and Science. Grant Role: Co-Principal. (2009 - 2009)

Publications:

Citations listed below are presented in a standardized, modified format for display purposes only. They do not necessarily reflect the preferred style and conventions of the faculty member or discipline.

  • Georgescu, Catalin, and Picioroaga, Gabriel. Fuglede-Kadison Determinants For Operators in the von Neumann Algebra of an Equivalence Relation., 173-180. Vol. 142. Proceedings of the American Mathematical Society, 2014.
  • Georgescu, Catalin. Connecting Orbits and the Boundary : An Application of the Conley Index Theory. VDM Verlag, 2009.
  • Georgescu, Catalin, and Van Peursem, Dan. Dynamics of a Population Model Controlling the Spread of Plague in Prairie Dogs.. Vol. 1. WSEAS Press: Recent Advances in Applied Mathematics and Computational and Information Sciences, 2009.
  • Georgescu, Catalin, Chivu, Catrina, and Chivu, Catalin. Design and Fuzzy Control of Hand Prosthesis of Anthropomorphic Robotic Hand.. Vol. 3, Iss. 5. WSEAS Press: Transactions on Systems and Control, 2008.
  • Georgescu, Catalin, Chivu, Catrina, and Chivu, Catalin. Romanian Language and Dialog Systems. Vol. 3, Iss. 5. WSEAS Press: Transactions on Systems and Control, 2008.
  • Georgescu, Catalin. The Boundary Map and The Connecting Orbits, 3555-3571. Vol. 153, Iss. 18. Topology and Its Applications, 2006.
  • Georgescu, Catalin, Joita, Cezar, Nowell, William, and Stanica, Pantelimon. Chaotic Dynamics of Some Rational Maps, 363-375. Vol. 12, Iss. 2. Discrete and Continuous Dynamical Systems, Serie A, 2005.
  • Georgescu, Catalin, and Puta, Mircea. 3-Dimensional Poisson Manifolds. Casimirs., 151-159. Vol. 34, Iss. 1. Annals of University Timisoara, Ser.Mat-Inform, 1996.
  • Georgescu, Catalin. Duffing's Equation. Iss. 112. The Geometry and Topology Seminar of West University of Timisoara, 1996.

Presentations:

  • Georgescu, Catalin, Picioroaga, Gabriel. Fuglede-Kadison Determinants For Operators In The Von Neumann Algebra Of An Equivalence Relation.. Presented at the 1074th AMS Sectional Meeting, University of Nebraska Lincoln.. (October 14, 2011)
  • Georgescu, Catalin, Picioroaga, Gabriel. Fuglede-Kadison Determinants For Operators In The Von Neumann Algebra Of An Equivalence Relation.. Presented at the Great Plains Operator Theory Symposium 2011, Arizona State University. (May 18, 2011)
  • Georgescu, Catalin. Workshop. Presented at the Midwest Dynamical System Conference, University of Illinois, Chicago. (November 7, 2009)
  • Georgescu, Catalin, Van Peursem, Dan. Dynamics of a population model controlling the spread of plague in prairie dogs.. Presented at the 15th American International Conference on Applied Mathematics, Houston. (April 30, 2009)
  • Georgescu, Catalin, Van Peursem, Dan. Dynamics of a population model. Presented at the Nebraska/SE South Dakota Section of MAA, Hastings College, Hastings, NE. (April 3, 2009)
  • Georgescu, Catalin. A result regarding the boundary map of an attractor-repeller pair.. Presented at the 1030th AMS Meeting, DePaul University, Chicago. (October 5, 2007)
  • Georgescu, Catalin. Participation. Presented at the Dynamics Idea in Geometry, Topology and Number Theory: Conference Honoring Svetlana Katok's Birthday., Penn State University. (May 5, 2007)
  • Georgescu, Catalin. Detection of the Connecting Orbits Using the Boundary Map in Conley Index Theory. Presented at the AMS Fall Central Section Meeting, University of Nebraska, Lincoln. (October 21, 2005)