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Group by: No Grouping | Item Type | Date | Language
Number of items: 12.

Hartmann, Erich :
Gn-continuous connections between normal ringed surfaces.
In: Computer aided geometric design, 18 pp. 751-770.
[Article] , (2001)

Hartmann, Erich :
Implicit Gn-blending of vertices.
In: Computer aided geometric design, 18 pp. 267-285.
[Article] , (2001)

Hartmann, Erich :
Parametric Gn blending of curves and surfaces.
In: The visual computer, 17 S. 1-13.
[Article] , (2001)

Hartmann, Erich :
The normalform of a space curve and its application to surface design.
In: The visual computer, 17 S. 445-456.
[Article] , (2001)

Hartmann, Erich :
Gn-blending with roling ball contact curves.
In: Geometric Modeling and Processing 2000: Theory and applications <2000, Hong Kong>; Proceedings. Hrsg.: R. Martin, W. Wang. - Los Alamitos, Calif.: IEEE Comp. Soc., 2000. S. 385-389 . IEEE Comp. Soc. , Los Alamitos, Calif.
[Conference or Workshop Item] , (2000)

Hartmann, Erich :
Numerical parameterization of curves and surfaces.
In: Computer aided geometric design, 17 pp. 251-266.
[Article] , (2000)

Hartmann, Erich :
On the curvature of curves and surfaces defined by normalforms.
In: Computer aided geometric design, 16 pp. 355-376.
[Article] , (1999)

Hartmann, Erich :
Numerical implicitization for intersection and Gn-continuous blending of surfaces.
In: Computer aided geometric design. 15 (1998), S. 377-397
[Article] , (1998)

Hartmann, Erich :
A marching method for the triangulation of surfaces.
In: Visual computer. 14 (1998), S. 95-108
[Article] , (1998)

Hartmann, Erich :
The normal form of a planar curve and its application to curve design.
In: Mathematical methods for curves and surfaces, II. Hrsg.: M. Daehlen (u.a.)- Nashville, TN: Vanderbilt Univ. Press, 1998. S. 237-244. Nashville, TN, Nashville, TN
[Book Section] , (1998) , Nashville, TN: Vanderbilt Univ. Press, 1998

Hartmann, Erich :
G2 interpolation and blending on surfaces.
In: The visual computer. 12 (1996), S. 181-192
[Article] , (1996)

Hartmann, Erich :
Blending an implicit with a parametric surface.
In: Computer aided geometric design. 12 (1995), S. 825-835
[Article] , (1995)

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