Spline Toolbox

Spline Toolbox. This toolbox contains MATLAB® versions of the essential programs of the B-spline package (extended to handle also vector-valued splines) as described in A Practical Guide to Splines, (Applied Math. Sciences Vol. 27, Springer Verlag, New York (1978), xxiv + 392p; revised edition (2001), xviii+346p), hereafter referred to as PGS . The toolbox makes it easy to create and work with piecewise-polynomial functions. ...

References in zbMATH (referenced in 19 articles )

Showing results 1 to 19 of 19.
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  1. Benjamin W. L. Margolis, Kenneth R. Lyons: ndsplines: A Python Library for Tensor-Product B-Splines of Arbitrary Dimension (2019) not zbMATH
  2. Li, Chong-Jun; Zhong, Yi-Jun: A pseudo-heuristic parameter selection rule for (l^1)-regularized minimization problems (2018)
  3. Getmanov, V. G.: Evaluation of spline functions for digital filtering problems (2016)
  4. Mirshekari, Elham; Spiteri, Raymond J.: Extending BACOLI to solve the monodomain model (2016)
  5. Xue, Dingyü; Chen, YangQuan: Scientific computing with MATLAB (2016)
  6. Hào, Dinh Nho; Chuong, La Huu; Lesnic, Daniel: Heuristic regularization methods for numerical differentiation (2012)
  7. Remogna, S.; Sablonnière, P.: On trivariate blending sums of univariate and bivariate quadratic spline quasi-interpolants on bounded domains (2011)
  8. Chang, Shing I.; Yadama, Srikanth: Statistical process control for monitoring non-linear profiles using wavelet filtering and B-spline approximation (2010)
  9. Johnson, Michael J.; Shen, Zuowei; Xu, Yuhong: Scattered data reconstruction by regularization in B-spline and associated wavelet spaces (2009)
  10. Sommariva, Alvise; Vianello, Marco: Gauss-Green cubature and moment computation over arbitrary geometries (2009)
  11. Dagnino, C.; Lamberti, Paola: On the construction of local quadratic spline quasi-interpolants on bounded rectangular domains (2008)
  12. Shirota, Minori; Sanada, Toshiyuki; Sato, Ayaka; Watanabe, Masao: Formation of a submillimeter bubble from an orifice using pulsed acoustic pressure waves in gas phase (2008)
  13. Mao, Wenxin; Zhao, Linda H.: Free-knot polynomial splines with confidence intervals (2003)
  14. Coleman, Thomas F.; Li, Yuying; Verma, Arun: Reconstructing the unknown local volatility function (2001)
  15. Kim, Sang Dong; Lee, Yong Hun: Analysis on eigenvalues for preconditioning cubic spline collocation method of elliptic equations (2001)
  16. Moallem, M.; Patel, Rajni V.; Khorasani, K.: Flexible-link robot manipulators. Control techniques and structural design (2000)
  17. Messac, Achille; Sivanandan, Arun: A new family of convex splines for data interpolation (1997)
  18. Kitanidis, Peter K.: Analytical expressions of conditional mean, covariance, and sample functions in geostatistics (1996)
  19. Sapiro, Guillermo; Bruckstein, Alfred M.: The ubiquitous ellipse (1995)