Numerical investigation of the two– dimensional time–dependent diffusion equation using Radial basis functions | Zendy

Hamid Mesgarani | Zendy; Mahya Kermani | Zendy; Yaqub Azari | Zendy

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Numerical investigation of the two– dimensional time–dependent diffusion equation using Radial basis functions

Author(s) -

Hamid Mesgarani,

Mahya Kermani,

Yaqub Azari

Publication year - 2020

Publication title -

journal of zankoy sulaimani - part a

Language(s) - English

Resource type - Journals

eISSN - 2521-4853

pISSN - 1812-4100

DOI - 10.17656/jzs.10827

Subject(s) - discretization , radial basis function , mathematics , time derivative , basis function , collocation (remote sensing) , dirichlet boundary condition , euler method , mathematical analysis , diffusion equation , collocation method , derivative (finance) , backward euler method , diffusion , basis (linear algebra) , boundary value problem , euler's formula , computer science , differential equation , geometry , physics , ordinary differential equation , machine learning , artificial neural network , thermodynamics , economy , financial economics , economics , service (business)

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