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Dr. Helena Zarin Curriculum Vitae November 9, 2011 Personal
Data
Languages
Education
Experience
Publications 1.
Linss, T., Radojev, G., Zarin, H.,
Approximation of singularly perturbed reaction-diffusion problems by
quadratic $C^1$-splines, doi: 10.1007/s11075-011-9529-7 2.
Teofanov, Lj., Zarin, H., Superconvergence
analysis of a finite element method for two–parameter singularly perturbed
problems, BIT
Numerical Mathematics 49(4) (2009),
743-765 3.
Franz, S., Tobiska, L., Zarin, H., A new
Approach to Recovery of Discontinuous Galerkin, J. Comp. Math. 27 (2009), 697-712 4.
Zarin, H., Continuous-discontinuous finite element
method for convection-diffusion problems with characteristic layers, J. Comput.
Appl. Math. 231(2) (2009), 626-636 5.
Roos, H.-G., Zarin, H., A supercloseness result
for the discontinuous Galerkin stabilization of convection--diffusion
problems on Shishkin meshes, Num. Meth. Part. Diff. Eq. 23(6) (2007),
1560-1576 6.
Teofanov,
Lj., Roos, H.-G., Zarin, H., A
finite element method for two-parameter singularly perturbed problems in 2D, Proceedings
of the GAMM 2006 Annual Scientific Conference (Berlin, Germany, March
27-31, 2006), Proc. Appl.
Math. Mech. 6(1) (2006), 771-772 7.
Zarin, H., Roos, H.-G., Interior penalty
discontinuous approximations of convection-diffusion problems with parabolic
layers, Numerische Mathematik 100(4) (2005), 735-759 8.
Roos, H.-G., Zarin, H., The discontinuous
Galerkin method for singularly perturbed problems, Proceedings of the
ENUMATH Conference 2003 (Prague, Czech Republik, August 18-22, 2003), Numerical Mathematics and Advanced Applications,
(eds. M. Feistauer et al.) Springer Verlag, 2004, pp. 736-745 9.
Roos, H.-G.,
Zarin, H., The streamline-diffusion method for a
convection-diffusion problem with a point source, Proceedings of the GAMM
2002 Annual Scientific Conference (Augsburg, Germany, March 25-28, 2002),
Proc. Appl.
Math. Mech. 2(1) (2003) 493-494 10. Zarin, H., Finite element methods
for singularly perturbed problems with special emphasis on discontinuities,
PhD Thesis, Faculty of Science and Mathematics, University of Novi Sad, 2003,
168 pgs. 11. Roos, H.-G., Zarin,
H., The streamline-diffusion method for a convection-diffusion problem
with a point source, Journal
of Computational and Applied Mathematics 150(1) (2003), 109-128 12. Roos, H.-G., Zarin,
H., The discontinuous Galerkin finite element method for singularly
perturbed problems, Proceedings of the Conference CISC 2002 (Berlin,
Germany, October 2-5, 2002), Lecture Notes in Computational Science and Engineering,
Volume 35, Springer Verlag, 2003, pp. 246-267 13. Roos, H.-G., Zarin,
H., Some properties of the discontinuous Galerkin method for
one-dimensional singularly perturbed problems, Novi Sad Journal of
Mathematics 33(2) (2003), 33-42 14. Roos, H.-G., Zarin,
H., A second order scheme for singularly perturbed differential
equations with discontinuous source term, Journal of Numerical Mathematics 10(4) (2002), 275-289 15. Surla, K., Herceg,
D., Maličić, H., Some comparisons of difference schemes on meshes of
Shishkin and Bakhvalov type, Novi Sad Journal of Mathematics 31(1)
(2001), 133-140 16. Herceg, D., Surla,
K., Radeka, I., Maličić, H., Numerical experiments with different
schemes for singularly perturbed problem, Novi Sad Journal of Mathematics
31(1) (2001), 93-101 17. Herceg, D., Maličić,
H., Likić, I., The Zeckendorf numbers and the inverses of some band
matrices, The Fibonacci Quarterly 39(1) (2001), 27-31 18. Surla, K., Herceg,
D., Maličić,
H.,
Radeka, I., On stability of some difference schemes for SPBVP, Proceedings
of the 10th Congress of Yugoslav Mathematicians (Belgrade, Yugoslavia,
January 21-24, 2001), pp. 317-320 19. Herceg, Đ., Maličić,
H., Nedić, J., Accounting software, installed on the Faculty of
Science and Mathematics, University of Novi Sad, 2000 20. Herceg, D., Maličić,
H., Likić, I., On a finite difference analogue of fourth order for
boundary value problem, Novi Sad Journal of Mathematics 30(1) (2000),
197-203 21. Herceg, D., Maličić,
H., The mesh chopping algorithm for singularly perturbed boundary value
problem, Novi Sad Journal of Mathematics 30(1) (2000), 155-164 22. Herceg, D.,
Krejić, N., Maličić, H., On a finite difference analogue of a singular
boundary value problem, Novi Sad Journal of Mathematics 30(1) (2000),
23-31 23. Krejić, N., Maličić,
H., On the performance of various types of deflation technique, Proceedings of the PAMM-Conference
(Göd, Hungary, October 14-17, 1999),
Bulletins for Applied and Computing Mathematics, 1670/'99 XC-A,
1999, pp. 87-102 24. Maličić, H., Application of
deflation and decomposition to resolution of some systems of equations (in
Serbian), Master Thesis, Faculty of Science, University of Novi Sad, 1999,
102 pgs. 25. Herceg, D.,
Krejić, N., Maličić, H., On an iterative method with deflation for
systems of equations, Novi Sad Journal of Mathematics 29(1) (1999),
169-175 26. Herceg, D., Maličić,
H., On acceleration for solving singularly perturbed boundary value
problem, Novi Sad Journal of Mathematics 29(1) (1999), 155-168 Congresses
and Conferences Participated 1.
XVIII Conference on Applied Mathematics "PRIM
2009", Subotica, Serbia, May 25-27, 2009 2.
12th
Serbian Mathematical Congress, Novi Sad, Serbia, August 28-September 2,
2008 3.
BAIL 2008, Boundary and Interior Layers - Computational
and Asymptotic Methods, Limerick, Ireland, July 28-August 1, 2008 4.
GAMM 2008, 79th Annual Meeting of the International
Association of Applied Mathematics and Mechanics, Bremen, Germany, March
31-April 4, 2008 5.
XVII Conference on Applied Mathematics "PRIM
2006", Kragujevac, Serbia, September 25-27, 2006 6.
BAIL 2006 - Boundary and Interior Layers, Goettingen,
Germany, July 24-28, 2006 7.
GAMM 2006, Annual Scientific Conference, Berlin, Germany,
March 27-31, 2006 8.
XVI Conference on Applied Mathematics "PRIM
2004", Budva, Serbia and Montenegro, May 31-June 4, 2004 9.
Mini-Workshop "Finite elements and layer adapted
meshes", Oberwolfach, Germany, November 2-8, 2003 (more photos) 10. ENUMATH
2003 (The European Conference on Numerical Mathematics and Advanced
Applications), Prague, Czech Republic, August 18-22, 2003 11. "Numerical methods for partial differential equations
and control", Workshop at the University of Technology Dresden,
Germany, November 29, 2002 12. GAMM
2002, Annual Scientific Conference, Augsburg, Germany, March 25-28, 2002 13. FEM Symposium, Chemnitz, Germany, September 19-21, 2001 14. X Congress of
Yugoslav Mathematicians, Belgrade, Yugoslavia, January 21-24, 2001 15. XIV Conference on
Applied Mathematics "PRIM 2000", Palić, Yugoslavia, May 29-June 2,
2000 16. PAMM-Conference,
Göd, Hungary, October 14-17, 1999 17. XIII Conference on
Applied Mathematics "PRIM '98", Igalo, Yugoslavia, May 25-29, 1998 18. PAMM-Conference,
Annual Central Meeting, Balatonalmadi, Hungary, May 7-10, 1998 Congresses
and Conferences Organized
Invited lectured
Miscellaneous Editorship
Referee for
Membership
Awards
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