References
- Butt , S. 1991 . “ Shape preserving curves and surfaces for computer graphics ” . Leeds, , England : University of Leeds . Ph.D. Thesis, School of Computer Studies
- Delbourgo , R. and Gregory , J. A. 1985 . Shape preserving piecewise rational interpolation . SIAM J. Stat. Comput. , 6 : 967 – 976 .
- Fahr , R. D. and Kallay , M. 1992 . Monotone linear rational spline interpolation . Comput. Aided Geomet. Design , 9 : 313 – 319 .
- Fritsch , F. N. and Butland , J. 1984 . A method for constructing local monotone piecewise cubic interpolants . SIAM J. Sci. Stat. Comput. , 5 : 300 – 304 .
- Fritsch , F. N. and Carlson , R. E. 1980 . Monotone piecewise cubic interpolation . SIAM J. Numer. Anal. , 17 ( 2 ) : 238 – 246 .
- Gregory , J. R. and Delbourgo , R. 1983 . Piecewise rational quadratic interpolation to monotonic data . SIAM J. Numer. Anal. , 3 : 141 – 152 .
- Gregory , J. R. and Sarfraz , M. 1990 . A rational spline with tension . Comput. Aided Geomet. Design , 7 : 1 – 13 .
- Higham , D. J. 1992 . Monotone piecewise cubic interpolation with applications to ODE plotting . J. Comput. Appl. Math. , 39 : 287 – 294 .
- Hussain , M. Z. and Hussain , M. 2007 . Visualization of data preserving monotonicity . Appl. Math. Comput. , 190 : 1353 – 1364 .
- Sarfraz , M. 1992 . AC 2 rational cubic spline alternative to the NURBS . Comput. Graph. , 16 ( 1 ) : 69 – 77 .
- Sarfraz , M. 2000 . A rational cubic spline for the visualization of monotonic data . Comput. Graph. , 24 : 509 – 516 .
- Sarfraz , M. 2003 . A rational cubic spline for the visualization of monotonic data:an alternate approach . Comput. Graph. , 27 : 107 – 121 .
- Sarfraz , M. and Hussain , M. Z. 2006 . Data visualization using rational spline interpolation . J. Comput. Appl. Math. , 189 : 513 – 525 .
- Sarfraz , M. , Butt , S. and Hussain , M. Z. 2001 . Visualization of shaped data by a rational cubic spline interpolation . Comput. Graph. , 25 ( 5 ) : 833 – 845 .
- Schumaker , L. L. 1983 . On shape preserving quadratic spline interpolation . SIAM J. Num. Anal. , 20 : 854 – 864 .