Natalia Kopteva

The next in the series of annual workshops on Numerical Methods for Problems with Layer Phenomena (eight of which were held in Limerick, and the previous one in Dublin) will take place in Cyprus on 23-24 May 2013.

TEACHING

• MA4002 Engineering Mathematics 2 (Spring 2012/13, 2011/12, 2010/11, 2009/10, 2008/09, 2007/08, 2006/07, 2005/06, 2004/05, 2003/04)



• MS4008 Numerical Solution of PDE (Autumn 2012/13, 2011/12, 2010/11, 2009/10, 2008/09, 2007/08, 2006/07, 2005/06)
• MA4402 Computer Mathematics (Autumn 2012/13)
• MA4001 Engineering Mathematics 1 (Autumn 2010/11, 2009/10, 2008/09, 2007/08, 2006/07, 2005/06, 2004/05)
• MS4403 Ordinary Differential Equations (Autumn 2004/05)

QUALIFICATIONS

• M.Sc. (Diploma with Excellence), Moscow State University, Russia (1993).
  
• Ph.D. (Mathematics), Moscow State University, Russia (1997).
  

RESEARCH INTERESTS

Numerical analysis for singularly perturbed differential equations: finite difference and finite element methods, a posteriori error estimation, semilinear reaction-diffusion, convection-dominated convection-diffusion problems.

PUBLICATIONS

See also my Google Scholar profile

PRESENTATIONS OF RESEARCH RESULTS

CONFERENCE / WORKSHOP ORGANIZATION

EDITORIAL DUTIES

• I served on the editorial boards of the journals Annali dell'Università di Ferrara (2008-2012) and Applied Mathematics and Computation (2008-2011; 2010 Impact Factor: 1.534).

• Eugene O'Riordan, Lubin Vulkov and I jointly guest-edited the special issue "Computational Methods for Boundary and Interior Layers" of International Journal of Numerical Analysis and Modeling - IJNAM that was produced in 2010 (vol. 7, no. 3) to mark the occasion of Professor G.I. Shishkin's 70th Birthday.

• I served as a joint editor of the refereed Proceedings of the BAIL 2008 conference, which appeared in the Springer series Lecture Notes in Computational Science and Engineering in 2009 (LNCSE Vol. 69).

• MACSI (Mathematics Applications Consortium for Science and Industry)
• IRGSPDE (Irish Research Group on Singularly Perturbed Differential Equations)