Boris N. Khoromskij

Research Professor, DrSci. in Phys.-Math., PhD

Publications in Mathscinet

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Leader of research group on tensor numerical methods (till 2016)

DrSci. B. N. Khoromskij
Max-Planck-Institute for Mathematics in the Sciences
Inselstr., 22-26,
D-04103, Leipzig

Tel.: 0049 (0)341-99 59 766
e-mail: bokh{at}

Boris N. Khoromskij.
Tensor Numerical Methods for High-dimensional PDEs: Basic Theory and Initial Applications.
ArXiv:1408.4053, 2014.

B. N. Khoromskij.
Introduction to Tensor Numerical Methods in Scientific Computing.
Lecture notes, Preprint 06-2011, University of Zuerich, Institute of Mathematics, 2011, pp.1-238.
Current research topics :
Numerical analysis in higher dimensions.
Quantized-TT formats in application to quantum molecular dynamics.
DMRG and QTT methods for multidimensional boundary value, spectral and time-dependent problems.
Tensor methods for stochastic and parametric PDEs.
Tensor-structured methods in electronic structure calculations.
Range-separated (RS) tensor format for summation of long-range electrostatic potentials.
Rank-structured tensor methods for calculation of the Bethe-Salpeter excitation energies.
Tensor numerical methods in geometric and stochastic homogenization for elliptic PDEs.

last modified: June 12, 2017
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