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

, , , , , и . WCO@FedCSIS, том 986 из Studies in Computational Intelligence, стр. 389-405. Springer, (2020)

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Gisbert Stoyan

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Dietrich Stoyan

 

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An Optimized Technique for Wigner Kernel Estimation., , , и . FedCSIS, том 25 из Annals of Computer Science and Information Systems, стр. 235-238. (2021)Advanced Stochastic Approaches for Multidimensional Integrals in Neural Networks., , , , , и . WCO@FedCSIS, том 986 из Studies in Computational Intelligence, стр. 425-438. Springer, (2020)A Numerical Study on Optimal Monte Carlo Algorithm for Multidimensional Integrals., , , , , и . WCO@FedCSIS, том 986 из Studies in Computational Intelligence, стр. 451-461. Springer, (2020)Sensitivity Study of Large-Scale Air Pollution Model Based on Modifications of the Latin Hypercube Sampling Method., , , , , и . LSSC, том 13127 из Lecture Notes in Computer Science, стр. 156-163. Springer, (2021)Expansions on Quadrature Formulas and Numerical Solutions of Ordinary Differential Equations., , , , и . WCO@FedCSIS, том 986 из Studies in Computational Intelligence, стр. 463-475. Springer, (2020)On the Conceptual Optimization of Generalized Net Models., , и . WCO@FedCSIS, том 986 из Studies in Computational Intelligence, стр. 349-369. Springer, (2020)Improved Stochastic Approaches for Evaluation of the Wigner Kernel., , и . WCO@FedCSIS, том 986 из Studies in Computational Intelligence, стр. 439-450. Springer, (2020)Optimized lattice rule and adaptive approach for multidimensional integrals with applications., , , и . FedCSIS (Position Papers), том 26 из Annals of Computer Science and Information Systems, стр. 75-80. (2021)Traffic Quality Aggregations of a Queuing System., , и . IEEE Conf. on Intelligent Systems, стр. 102-110. IEEE, (2020)An Optimal Monte Carlo Algorithm for a Class of Multidimensional Integrals., , , , , и . FedCSIS (Communication Papers), том 23 из Annals of Computer Science and Information Systems, стр. 17-20. (2020)