Unfluctuating Quantal Numerons for Solving Second-gradient Speed-Governed Rate-Bound Gradient-driven Schematic
Yoru
Broschiertes Buch

Unfluctuating Quantal Numerons for Solving Second-gradient Speed-Governed Rate-Bound Gradient-driven Schematic

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Partial differential equations form a very important branch of science. Many scien- tific phenomena can be modeled in the form of partial differential equations. In par- ticular, hyperbolic partial differential equations arise in studying wave phenomenon, mathematical modelling of diffusion processes [19], image processing, vapor phase chromatography [18], random walk of animals [4], the study and development of Magnetic Resonance Imaging (MRI) technique [57]. Problems arising from such phenomena are usually accompanied with certain initial and boundary conditions. In most of the cases, it is ...