R. Georgieva

发表

Abstract of DSci Thesis SINGLE- AND MULTICRITERIA MODELS AND ALGORITHMS FOR OPTIMAL DESIGN, PLANNING AND MANAGEMENT OF ENGINEERING SYSTEMS

I. Popchev, T. Stoilov, V. Sgurev, 2015 .

Multidimensional Sensitivity Analysis of Large-Scale Mathematical Models

I. Dimov, R. Georgieva, 2013 .

Adaptive Monte Carlo algorithm for Wigner kernel evaluation

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

Multidimensional Sensitivity Analysis of Large-Scale Mathematical Models

I. Dimov, R. Georgieva, 2017, 1701.05494.

Adaptive Monte Carlo Algorithm for Sensitivity Studies of Eulerian Large-scale Air Pollution Models

Tzvetan Ostromsky, I. Dimov, R. Georgieva, 2010 .

A Study of Biased and Unbiased Stochastic Algorithms for Solving Integral Equations

S. Maire, I. Dimov, R. Georgieva, 2014 .

An Optimized Monte Carlo Approach for Multidimensional Integrals Related to Intelligent Systems

Tzvetan Ostromsky, I. Dimov, R. Georgieva, 2022, FedCSIS.

Advanced stochastic approaches for Sobol’ sensitivity indices evaluation

Z. Zlatev, Tzvetan Ostromsky, I. Dimov, 2020, Neural Computing and Applications.

On the Global Sensitivity Analysis Methods in Geotechnical Engineering: A Comparative Study on a Rock Salt Energy Storage

Elham Mahmoudi, Raoul Hölter, Rayna Georgieva, 2019 .

On the Global Sensitivity Analysis Methods in Geotechnical Engineering: A Comparative Study on a Rock Salt Energy Storage

M. König, T. Schanz, R. Georgieva, 2018, International Journal of Civil Engineering.

A New Monte Carlo Algorithm for Linear Algebraic Systems Based on the “Walk on Equations” Algorithm

Rayna Georgieva, Ivan Tomov Dimov, Venelin Todorov, 2018, 2018 Federated Conference on Computer Science and Information Systems (FedCSIS).

Complexity of Monte Carlo Algorithms for a Class of Integral Equations

Rayna Georgieva, Ivan Tomov Dimov, I. Dimov, 2007, International Conference on Computational Science.

An Improved “Walk on Equations” Monte Carlo Algorithm for Linear Algebraic Systems

I. Dimov, R. Georgieva, V. Todorov, 2019, Recent Advances in Computational Optimization.

Monte Carlo algorithms for evaluating Sobol' sensitivity indices

Rayna Georgieva, Ivan Tomov Dimov, I. Dimov, 2010, Math. Comput. Simul..

Optimized stochastic methods for sensitivity analysis for large-scale air pollution model

Rayna Georgieva, Tzvetan Ostromsky, Ivan Tomov Dimov, 2021, FedCSIS.

Efficient stochastic approaches for sensitivity studies of an Eulerian large-scale air pollution model

Rayna Georgieva, Venelin Todorov, Ivan Dimov, 2017 .

Birth Size of Neonates and Its Association with Seasonality

Aleksandra Ravnachka, R. Georgieva, Z. Mateeva, 2023, Anthropological Review.

Optimized Quasi-Monte Carlo Methods Based on Van der Corput Sequence for Sensitivity Analysis in Air Pollution Modelling

Z. Zlatev, Tzvetan Ostromsky, I. Dimov, 2021, WCO@FedCSIS.

Air pollution modelling, sensitivity analysis and parallel implementation

Zahari Zlatev, Rayna Georgieva, Tzvetan Ostromsky, 2011 .

Docosahexaenoic acid promotes micron scale liquid-ordered domains. A comparison study of docosahexaenoic versus oleic acid containing phosphatidylcholine in raft-like mixtures.

P. Nuss, C. Tessier, R. Georgieva, 2015, Biochimica et biophysica acta.

Parallel Importance Separation and Adaptive Monte Carlo Algorithms for Multiple Integrals

Rayna Georgieva, Ivan Tomov Dimov, Aneta Karaivanova, 2002, Numerical Methods and Application.

Advanced algorithms for multidimensional sensitivity studies of large-scale air pollution models based on Sobol sequences

Zahari Zlatev, Rayna Georgieva, Tzvetan Ostromsky, 2013, Comput. Math. Appl..