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Advanced Computing in Industrial Mathematics : Revised Selected Papers of the 10th Annual Meeting of the Bulgarian Section of SIAM December 21-22, 2015, Sofia, Bulgaria - Krassimir Georgiev

Advanced Computing in Industrial Mathematics

Revised Selected Papers of the 10th Annual Meeting of the Bulgarian Section of SIAM December 21-22, 2015, Sofia, Bulgaria

By: Krassimir Georgiev (Editor), Michail Todorov (Editor), Ivan Georgiev (Editor)

Hardcover | 13 February 2017

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Factorizations in Special Relativity and Quantum Scattering on the Line.- Decision Support Tool in the project LANDSLIDE.- Generalized Nets as a Tool for Modelling of Railway Networks.- On nonlocal models of Kulish-Sklyanin type and generalized Fourier transforms.- Standing waves in systems of perturbed Sine-Gordon equations.- Stability Analysis of an Inflation of Internally-pressurized Hyperelastic Spherical Membranes Connected to Aneurysm Progression.- New Bounds for Probability of Error of Coded and Uncoded TQAM in AWGN Channel.- Construction of multistage scenario tree for insurance activity.- Microphone Array for Non-Contact Monitoring of Rolling Bearings.- Geothermal Effects for BOD Removal in Horizontal Subsurface Flow Constructed Wetlands: A Numerical Approach.- Further Results of Mean-Value Type in mat hbbC and R.- Computer Aided Modeling of Ultrasonic Surface Waves Propagation in Materials with Gradient of Properties.- InterCriteria Analysis of Simple Genetic Algorithms Performance.- Interval Algebraic Approach to Equilibrium Equations in Mechanics.- InterCriteria Analysis of Relations between Model Parameters Estimates and ACO Performance.- Newtonian and Non-Newtonian Pulsatile Blood Flow in Arteries with Model Aneurysms.- Reduced Rule-Base Fuzzy-Neural Networks.- Accuracy of linear craniometric measurements obtained from laser scanning created 3D models of dry skulls.- Equivalence of Models of Freeze-Drying.- Comparing Bezier curves and surfaces for coincidence.- Spectral theory of sl(3, C) auxiliary linear problem with Z2 × Z2 × Z2 reduction of Mikhailov type.

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Published: 13th July 2018

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