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Zahari Zlatev
Danish National Environmental Research Institute
Roskilde, Denmark
 

Zahari Zlatev received his MS from the University of Sofia (Bulgaria) and his PhD from St. Petersburg University (Russia). Since 1980, he has been a senior scientist and a project leader (long-range transport modeling) at the National Environmental Research Institute (NERI), University of Aarhus, Roskilde, Denmark. He developed the Unified Danish Eulerian Model (UNI-DEM), which has been used in many environmental studies and scientific projects.

His main areas of interest are large-scale air pollution modeling, the damaging effects of high pollution levels on crops and human health, scientific computing, parallel computation, numerical analysis, applied mathematics, and the influence of biogenic emissions on high ozone levels.

Zlatev has published six monographs (two with Kluwer, two with Springer, one with MIR Publishers, and one with Elsevier). He has been the editor of five proceedings volumes, and has published 109 papers in international journals, 151 papers in the proceedings of international conferences, and more than 200 institutional reports. He has been involved in training young specialists, including graduate and PhD students. He has organized five international conferences and 15 mini-symposia at international conferences. He has been an invited speaker at 53 international conferences and on the organizing committees of many international workshops and conferences.

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Read our Q&A with Zahari Zlatev here.


     

Performance prediction of explicit ODE methods on multi-core cluster systems
Scherg M., Seiferth J., Korch M., Rauber T.  ICPE 2019 (Proceedings of the 2019 ACM/SPEC International Conference on Performance Engineering, Mumbai, India, Apr 7-11, 2019) 139-150, 2019.  Type: Proceedings

Computers are becoming more and more powerful, and the structure of modern parallel computers is simultaneously becoming more and more complicated. Therefore, it is not a very easy task to tune an already existing computer program to e...

 

A verified ODE solver and the Lorenz attractor
Immler F. Journal of Automated Reasoning 61(1-4): 73-111, 2018.  Type: Article

Lorenz used a system of ordinary differential equations (ODEs) to study atmospheric dynamics phenomena [1]. He established the great sensitivity of the results obtained by this simplified model to very small, nearly negligible changes ...

 

SparseX: a library for high-performance sparse matrix-vector multiplication on multicore platforms
Elafrou A., Karakasis V., Gkountouvas T., Kourtis K., Goumas G., Koziris N. ACM Transactions on Mathematical Software 44(3): 1-32, 2018.  Type: Article

The treatment of many scientific and engineering problems leads nearly always to huge computational tasks, which can cause great difficulties even when modern high-speed parallel computers are available. Matrix-vector multiplications a...

 

Algorithm 980: sparse QR factorization on the GPU
Yeralan S., Davis T., Sid-Lakhdar W., Ranka S. ACM Transactions on Mathematical Software 44(2): 1-29, 2017.  Type: Article

Many large-scale scientific and engineering computational problems lead, after some kind of discretization, to the solution of huge systems of linear algebraic equations and/or linear least squares problems containing many hundreds of ...

 

High-order symmetric multistep cosine methods
Cano B., Moreta M. Applied Numerical Mathematics 6630-44, 2013.  Type: Article

Rather special initial value problems for systems of second-order differential equations of the type Ÿ(t) = -Ω2Y(t) + G(t...

 
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