Curriculum Vitae of Zsolt Talata

Contact Information

Postal address:

Zsolt TALATA

 

Department of Mathematics, University of Kansas
1460 Jayhawk Boulevard, Snow Hall, Room 405
Lawrence, Kansas 66045-7594, USA.

E-mail:

Send me an e-mail.

Phone:

(785) 864 0109 [office]

Fax:

(785) 864 5255 [department]

Webpage:

http://www.math.ku.edu/~talata

Present Position

2015 - Present

Associate Professor

at

Department of Mathematics, University of Kansas, Lawrence, KS.

Research area:

mathematical statistics, probability, information theory

Previous Positions

2007 - 2015

Assistant Professor

at

Department of Mathematics, University of Kansas, Lawrence, KS.

Research area:

mathematical statistics, probability, information theory

2005 - 2007

Visiting Assistant Professor

at

School of Mathematics, Georgia Institute of Technology, Atlanta, GA.

Research area:

mathematical statistics, stochatics, bioinformatics

2004 - 2005

Young Research Fellow

at

Stochastics Research Group, Hungarian Academy of Sciences, Budapest, Hungary.

Research area:

information-theoretical methods in mathematical statistics,
model selection, Gibbs fields

2003 - 2004

Junior Researcher

at

Information Theory Research Division,
Rényi Institute of Mathematics, Hungarian Academy of Sciences, Budapest, Hungary.

Research area:

information-theoretical methods in mathematical statistics,
model selection, Gibbs fields

Visiting Position

2005

Invited Researcher (for 1 month)

at

Laboratoire de Mathématique, Université Paris-Sud, Orsay, France.

Research area:

model selection

Education

2000 - 2003

Ph.D. student

at

Department of Stochastics,
Doctoral School of Mathematical Institute, Faculty of Science,
Budapest University of Technology and Economics, Hungary,

and

Rényi Institute of Mathematics, Hungarian Academy of Sciences, Hungary.

Degree:

Ph.D. in Applied Mathematics, June 2005
  with summa cum laude qualification

Thesis advisor:

Imre Csiszár

Thesis title:

Model Selection via Information Criteria
  for Tree Models and Markov Random Fields

1998 - 2002

Took the following courses from the Mathematics Program
of Faculty of Science, Eötvös Loránd University, Budapest, Hungary.

Measure-theory based courses: Probability Theory, Mathematical Statistics I-II-III, Multivariate Statistics I-II, Markov Chains, Independent Increment and Markov Processes, Information Theory, Martingale Theory, System Theory I-II, Lifetime-Data Analysis

Related courses: Functional Analysis, Function Series, Differential Equations

1993 - 2000

Graduate and undergraduate student

at

Faculty of Electrical Engineering and Informatics,
Budapest University of Technology and Economics, Hungary.

Degree:

M.Sc. in Electrical Engineering, June 2000
  with excellent qualification

Grants

2014 - 2017

NSF Division of Mathematical Sciences grant DMS 1407819
   "Statistical Inference on Memory Structure of Processes." PI: Talata.

2014 - 2015

US Army Research Office Mathematical Sciences Division grant 65386-MA-II
   "Statistical Inference on Memory Structure of Processes and Its Applications
   to Information Theory." PI: Talata.

2010 - 2015

NIH/NIAMS grant 1 R01 AR056347-01
   "Gradient-Based Strategy for Osteochondral Regeneration." PI: Detamore.

2009 - 2013

NSF Division of Mathematical Sciences grant DMS 0906929
   "Information-Theoretical Methods in Statistics." PI: Talata.

2008 - 2010

NASA GSRP grant NNX08AV41H
   "Modified Lorentzian Modeling of OH, H20, and SO4 Spectral Absorption Bands
   to Determine the Presence of Phyllosilicates and Sulfates on Mars."
   PI: Talata, student: Makarewicz.

2008 - 2009

University of Kansas NFGRF grant 2302156
   "Context Tree Estimation for Finite and Infinite Memory Processes, via Bayesian
   Information Criterion." PI: Talata.

2006 - 2007

Hungarian National Committee for Technological Development (OMFB),
Programme d’Action Integrees (PAI) Balaton grant F-23/2005 OMFB-00421/2006

   "Information Theory and Statistics." PIs: Csiszár and Gassiat.

2004 - 2007

Hungarian National Foundation for Scientific Research (OTKA) grant T046376
   "Information Theory and Its Applications." PI: Csiszár.

Honors and Awards

2011

Inducted in to the Phi Beta Delta
   Honor Society for International Scholars.

2006

"Thanks For Being a Great Teacher" by Center for the Enhancement of Teaching and Learning, Georgia Institute of Technology
   For teaching excellence.

2000

Ph.D. Scholarship for 3 years from Rényi Institute of Mathematics, Hungarian Academy of Sciences

2000

Dunaferr Award by Dunaferr Danube Iron Works, Inc.
   For excellence in graduate studies.

2000

Dissertation Award by Budapest and Pest County Chamber of Engineering
   For the Master's thesis.

2000

3rd Prize, Thesis Competition
"Industry for the Modern Engineering Education" Foundation and LANeX Consulting Ltd.

   For the Master's thesis.

1999

2nd Prize, Informatics Section, Students' Scientific National Conference (OTDK)
   For graduate research.

1998

1st Prize, Control Section, Students' Scientific Conference (TDK), Technical University of Budapest
   For graduate research.

1997

2nd-3rd Prize, Signal Processing Competition, Technical University of Budapest

1996

Schlumberger Scholarship for 1 year by Schlumberger Industries

Teaching Experience

2007 - Present

Stochastic Processes (grad)
Statistical Theory (grad)
Probability Theory (grad)
Time Series Analysis (grad/undergrad)
Applied Regression Analysis (grad/undergrad)
Mathematical Theory of Statistics (grad/undergrad)
Probability (grad/undergrad)
Applied Mathematical Statistics (upper-undergrad)
Elementary Statistics (undergrad)
Elementary Differential Equations (undergrad)
  at The University of Kansas, USA.

2005 - 2007

Probability I (measure-theory based graduate course)
Mathematical Statistics I, II (grad/undergrad)
Statistics and Applications (upper-undergrad)
Introduction to Probability and Statistics (upper-undergrad)
  at Georgia Institute of Technology, USA.

2005

Information Theory (in international Ph.D. program)
  at Central European University, Hungary.

2000 - 2005

Calculus, Multivariate Calculus, Differential Geometry, Function Series, Linear Algebra and Probability Theory
  at Budapest University of Technology and Economics, Hungary.