This report describes an application of the general method of integrating initial value problems by means of regular splines for equations with movable singularities.
Werner, H
core
Semiparametric regression of panel count data with informative terminal event. [PDF]
Hu X, Liu LI, Zhang Y, Zhao X.
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Algebraic geometric methods in studying splines
In this thesis, our main objects of interest are piecewise polynomial functions (splines).For a polyhedral complex $/Delta$ in $/mathbb{/R}^n$, $C^{r}(/Delta)$ denotes the set of piecewise polynomial functions defined on $/Delta$.Determining the dimension of the space of splines with polynomials having degree at most $k$, denoted by $C^r_k(/Delta)$, is
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Graded mesh B-spline collocation method for two parameters singularly perturbed boundary value problems. [PDF]
Andisso FS, Duressa GF.
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Solving fractional differential equations using cubic Hermit spline functions
In this article, we solve fractional differential equations in the Caputo fractional derivative sense using cubic Hermite spline functions. We first construct the operational matrix to the fractional derivative of the cubic Hermite spline functions. Then
Lakestanı, Mehrdad +2 more
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A novel shifted Vieta-Lucas spectral collocation approach for multidimensional generalized Benjamin-Bona-Mahony-Burgers equations. [PDF]
Hafez RM +4 more
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Sensitivity characteristics of the Hirota-Maccari system in nonlinear materials. [PDF]
Khater MMA, Alfalqi SH, Vokhmintsev A.
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AI-based CT assessment of 3117 vertebrae reveals significant sex-specific vertebral height differences. [PDF]
Palm V +14 more
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GrowCAD: bioinspired mathematical design for additive manufacturing. [PDF]
Mahmoodi N +3 more
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Efficient numerical analysis of nonlinear liquid dispersion pattern drops using Taylor wavelet collocation. [PDF]
El-Hady MA, El-Gamel M, Kashwaa Y.
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