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Computational Methods and Mathematical Modeling in Cyberphysics and Engineering Applications 3

Computational Methods and Mathematical Modeling in Cyberphysics and Engineering Applications 3

Responding to the growing demand for rigorous modelling frameworks capable of addressing complex technological challenges across disciplines, Computational Methods and Mathematical Modeling in Cyberphysics and Engineering Applications 3 offers a coherent panorama of contemporary methodologies.

These methodologies span lossless image compression algorithms, electrical impedance tomography, and extragradient methods for variational inequalities in Banach spaces. The book further examines multiphysics modelling in environmental engineering, grid-supported magnetic levitation systems, and the optimisation of water transport in porous media for sustainable irrigation.

Foundational stochastic tools – such as gamma processes and hidden Markov models for reliability and maintenance planning – are integrated with theoretical advances, including matrix polynomials on noncommutative sets.

$244.76
Computational Methods and Mathematical Modeling in Cyberphysics and Engineering Applications 3
$244.76
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Responding to the growing demand for rigorous modelling frameworks capable of addressing complex technological challenges across disciplines, Computational Methods and Mathematical Modeling in Cyberphysics and Engineering Applications 3 offers a coherent panorama of contemporary methodologies.

These methodologies span lossless image compression algorithms, electrical impedance tomography, and extragradient methods for variational inequalities in Banach spaces. The book further examines multiphysics modelling in environmental engineering, grid-supported magnetic levitation systems, and the optimisation of water transport in porous media for sustainable irrigation.

Foundational stochastic tools – such as gamma processes and hidden Markov models for reliability and maintenance planning – are integrated with theoretical advances, including matrix polynomials on noncommutative sets.