Contour maps are frequently used to represent three-dimensional surfaces from geographical applications or experimental results. In this paper two new algorithms for the generation and display of such contours are presented. The first of them uses local spline interpolation to obtain contour maps from data points in a rectangular mesh, whereas the other interpolates a set of irregular points through recursive subdivision of triangles. In both algorithms, precision of the contours can be adjusted by the user by means of a parameter. Results are presented and discussed.Peer Reviewe
[[abstract]]©2007 Elsevier - In this paper, a new technique for contour interpolation between slices...
In this thesis, we present an algorithm of a cubic Hennite spline interpolation (CHSI) and apply it ...
Three-dimensional clouds of largely unorganized coordinate data are often used to reconstruct freefo...
Contour maps are frequently used to represent three-dimensional surfaces from geographical applicati...
Contour maps are frequently used to represent three-dimensional surfaces from geographical applicati...
Most computer contour mapping of irregularly spaced data points is performed using an intermediate r...
A triangular mesh with data points as vertices is determined. Points on the contours are calculated ...
The work includes a comparative study of several contouring methods for univariate surfaces. It focu...
Abstract:High resolution data has become an important source of data, before they can be integrating...
AbstractThis paper presents a fast algorithm for constructing a smooth three-dimensional surface ove...
AbstractThis paper presents a fast algorithm for constructing a smooth three-dimensional surface ove...
Classical Cubic spline interpolation needs to solve a set of equations of high dimension. In this wo...
Classical Cubic spline interpolation needs to solve a set of equations of high dimension. In this wo...
Spline interpolation is widely used in many different applications like computer graphics, animation...
If we want to interpolate a set of data with a curve, we have several choices. We can use polynomial...
[[abstract]]©2007 Elsevier - In this paper, a new technique for contour interpolation between slices...
In this thesis, we present an algorithm of a cubic Hennite spline interpolation (CHSI) and apply it ...
Three-dimensional clouds of largely unorganized coordinate data are often used to reconstruct freefo...
Contour maps are frequently used to represent three-dimensional surfaces from geographical applicati...
Contour maps are frequently used to represent three-dimensional surfaces from geographical applicati...
Most computer contour mapping of irregularly spaced data points is performed using an intermediate r...
A triangular mesh with data points as vertices is determined. Points on the contours are calculated ...
The work includes a comparative study of several contouring methods for univariate surfaces. It focu...
Abstract:High resolution data has become an important source of data, before they can be integrating...
AbstractThis paper presents a fast algorithm for constructing a smooth three-dimensional surface ove...
AbstractThis paper presents a fast algorithm for constructing a smooth three-dimensional surface ove...
Classical Cubic spline interpolation needs to solve a set of equations of high dimension. In this wo...
Classical Cubic spline interpolation needs to solve a set of equations of high dimension. In this wo...
Spline interpolation is widely used in many different applications like computer graphics, animation...
If we want to interpolate a set of data with a curve, we have several choices. We can use polynomial...
[[abstract]]©2007 Elsevier - In this paper, a new technique for contour interpolation between slices...
In this thesis, we present an algorithm of a cubic Hennite spline interpolation (CHSI) and apply it ...
Three-dimensional clouds of largely unorganized coordinate data are often used to reconstruct freefo...