Comparative Study of Numerical Approximation Schemes for Laplacian Operator in Polar Mesh System On 9-points Stencil Including Mixed Partial Derivative By Finite Difference Method | Zendy

Rabnawaz Mallah | Zendy; Inayatullah Soomro | Zendy

Open Access

Comparative Study of Numerical Approximation Schemes for Laplacian Operator in Polar Mesh System On 9-points Stencil Including Mixed Partial Derivative By Finite Difference Method

Author(s) -

Rabnawaz Mallah,

Inayatullah Soomro

Publication year - 2022

Publication title -

journal of mathematical sciences and computational mathematics

Language(s) - English

Resource type - Journals

eISSN - 2688-8300

pISSN - 2644-3368

DOI - 10.15864/jmscm.3405

Subject(s) - stencil , laplace operator , discretization , operator (biology) , finite difference , mathematics , finite difference method , finite difference coefficient , polar coordinate system , point (geometry) , ode , scheme (mathematics) , cartesian coordinate system , finite element method , algorithm , mathematical analysis , geometry , computational science , mixed finite element method , physics , biochemistry , chemistry , repressor , transcription factor , gene , thermodynamics

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