I. Dimov

发表

A new iterative Monte Carlo approach for inverse matrix problem

I. Dimov, T. Gurov, 1998 .

Convergency of the Monte Carlo algorithms for linear transport modeling 1 This work was supported by

I. Dimov, M. Nedjalkov, 1998 .

A new Walk on Equations Monte Carlo method for solving systems of linear algebraic equations

J. M. Sellier, S. Maire, I. Dimov, 2015 .

Error analysis of an adaptive Monte Carlo method for numerical integration

I. Dimov, A. Karaivanova, 1998 .

Improved Stochastic Approaches for Evaluation of the Wigner Kernel

I. Dimov, V. Todorov, S. Poryazov, 2021, Recent Advances in Computational Optimization.

Distributed-memory parallelization of the Wigner Monte Carlo method using spatial domain decomposition

S. Selberherr, I. Dimov, M. Nedjalkov, 2015 .

Particle-grid techniques for semiclassical and quantum transport simulations

S. Selberherr, I. Dimov, M. Nedjalkov, 2012, 2012 15th International Workshop on Computational Electronics.

Chapter 22. Monte Carlo Investigations of Electron Decoherence due to Phonons

S. Selberherr, I. Dimov, M. Nedjalkov, 2012 .

Adaptive Monte Carlo algorithm for Wigner kernel evaluation

I. Dimov, I. Dimov, R. Georgieva, 2019, Neural Computing and Applications.

Probabilistic analysis of the Single Particle Wigner Monte-Carlo method

I. Dimov, M. Savov, I. Dimov, 2020, Math. Comput. Simul..

Physical scales in the Wigner–Boltzmann equation

D. Querlioz, S. Selberherr, D. Vasileska, 2013, Annals of physics.

Wigner functions, signed particles, and the harmonic oscillator

J. M. Sellier, I. Dimov, I. Dimov, 2015 .

Robustness and applicability of Markov chain Monte Carlo algorithms for eigenvalue problems

Aneta Karaivanova, Christian Weihrauch, Ivan Dimov, 2008 .

Monte Carlo Methods for Applied Scientists

Sean McKee, Ivan Dimov, I. Dimov, 2005 .

Wigner equation for general electromagnetic fields: The Weyl-Stratonovich transform

S. Selberherr, D. K. Ferry, J. Weinbub, 2019, Physical Review B.

Transport Theories in Phase Space

S. Selberherr, I. Dimov, M. Nedjalkov, 2021 .

Wigner functions, signed particles, and the harmonic oscillator

I. Dimov, J. Sellier, 2015, Journal of Computational Electronics.

Different splitting techniques with application to air pollution models

Zahari Zlatev, István Faragó, Ágnes Havasi, 2008 .

An unbiased Monte Carlo method to solve linear Volterra equations of the second kind

S. Maire, I. Dimov, V. Todorov, 2021, Neural Computing and Applications.

Advanced Numerical Methods for Complex Environmental Models: Needs and Availability

Zahari Zlatev, Barry Koren, Dacian N. Daescu, 2018 .

Wigner Function Modeling

S. Selberherr, I. Dimov, M. Nedjalkov, 2021 .

General Transport: Self-Consistent Mixed Problem

Siegfried Selberherr, Mihail Nedjalkov, Ivan Dimov, 2021 .

Hierarchy of Kinetic Models

Siegfried Selberherr, Mihail Nedjalkov, Ivan Dimov, 2021 .

Numerical Analysis and Its Applications

I. Dimov, I. Faragó, L. Vulkov, 1996, Lecture Notes in Computer Science.

Green's function Monte Carlo algorithms for elliptic problems

Ivan Todor Dimov, R. Y. Papancheva, I. Dimov, 2003, Math. Comput. Simul..

Monte Carlo algorithms: performance analysis for some computer architectures

Ivan Dimov, I. Dimov, Ognyan I. Tonev, 1993 .

Random walk on distant mesh points Monte Carlo methods

Ivan Dimov, O. Tonev, I. Dimov, 1993 .

Distributed memory implementation of elliptic partial differential equations in a dataparallel functional language

Herbert Kuchen, Aneta Karaivanova, H Stoltze, 1995, Programming Models for Massively Parallel Computers.