Seminarium
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Computational and Applied Mathematics seminar

Fatemeh Pooladi, Kharazmi University: Comparison of three suitable approximation spaces for the interpolation problem

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Evenemanget har passerat
27 okt 2025, 15:1527 okt 2025, 16:00
MV:L14, Chalmers tvärgata 3
Språk:Engelska

Abstrakt finns enbart på engelska: Due to the flexibility of applying a meshless method to solving interpolation problems, the radial basis function (RBF) approximation method has been popular for over a decade. In solving interpolation problems by meshless methods, the coefficient matrix plays an important role in controlling the stability and accuracy of the methods. In this study, three different bases to make this coefficient matrix were compared.

Larisa Beilina

  • Professor (N2), Tillämpad matematik och statistik, Matematiska vetenskaper
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Computational and Applied Mathematics seminar | Chalmers