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- W2371375743 abstract "C~2 smoothness of a category of curved surface defined on a spherical surface was studied by means of trigonometric B-spline theory.In order to deal with C~2 uncontinuity of a category of closed parametric surface,which is defined on a spherical surface,at both the south and north poles,it was proposed that the function on the sphere be expressed in the form of tensor products of trigonometric B-spline.Then the scattered data on the sphere were fitted to obtain the function on sphere.It only the coefficients of tensor product were satisfied with the constraints specified in this paper,C~2 continuity of so constructed and defined on sphere trigonometric parametric surface would be realized everywhere on the sphere." @default.
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- W2371375743 date "2005-01-01" @default.
- W2371375743 modified "2023-09-25" @default.
- W2371375743 title "C~2 smoothness of a category of curved surface defined on spherical surface" @default.
- W2371375743 hasPublicationYear "2005" @default.
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