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A study on particle methods for dispersive equations
International Journal of Statistics and Applied Mathematics · 2018 · Vol. 3(6) · pp. 143–145
Abstract
In recent years, particle methods have ended up a standout amongst the most valuable and far reaching tools for approximating solutions of partial differential equations in an assortment of fields. In these methods, an answer of a given equation is spoken to by a gathering of particles, situated in points Xi and conveying masses Wi• Equations of advancement in time are then composed to portray the flow of the area of the particles and their weights.
Numerical methods in engineeringGrouting, Rheology, and Soil MechanicsFluid Dynamics Simulations and InteractionsSituatedParticle (ecology)Partial differential equationDifferential equationFlow (mathematics)Mathematical analysisMathematicsComputer scienceClassical mechanicsApplied mathematics
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