Shape Preserving Spline Curves and Surfaces - Dube, Mridula;Sharma, Reenu
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Curves and surfaces design is an important research topic of CAGD (Computer Aided Geometric Design) and CG (Computer Graphics). The basic ingredient of CAGD and CG is the construction and manipulation of curves and surfaces. A common requirement is data fitting whether exact (interpolation) or approximate, and a common solution is spline function. In CAGD/CAD systems, in order to control the shape of the the curve, it is very important to choose the appropriate basis functions. Based on their good properties, the classical Bernstein basis functions play a significant role in CAGD/CAD systems.…mehr

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Produktbeschreibung
Curves and surfaces design is an important research topic of CAGD (Computer Aided Geometric Design) and CG (Computer Graphics). The basic ingredient of CAGD and CG is the construction and manipulation of curves and surfaces. A common requirement is data fitting whether exact (interpolation) or approximate, and a common solution is spline function. In CAGD/CAD systems, in order to control the shape of the the curve, it is very important to choose the appropriate basis functions. Based on their good properties, the classical Bernstein basis functions play a significant role in CAGD/CAD systems. As a unified mathematical model with many desirable properties, polynomial B-splines are popularly used on the grounds of flexibility and efficiency, in modelling free form curves and surfaces. In this book,we have studied the approximation properties of different types of splines with shape parameter.
Autorenporträt
Prof. Mridula Dube is working as a Professor in R.D. University, Jabalpur. Her area of research interest are Shape preserving Splines, trigonometric Splines, Bezier Technique and their applications. Dr. Reenu Sharma working as Assistant Professor in Mata Gujri College, Jabalpur. Her area of interest is Spline curves and their application.