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pro vyhledávání: '"Sybille Mick"'
Autor:
Gunter Weiss, Sybille Mick
Publikováno v:
KoG
Volume 18.
Issue 18.
Volume 18.
Issue 18.
Fibonacci numbers and the Golden Mean are numbers and thus 0-dimensional objects. Usually, they are visualized in the Euclidean plane using squares and rectangles in a spiral arrangement. The Golden Mean, as a ratio, is an affine geometric concept an
Autor:
Otto Röschel, Sybille Mick
Publikováno v:
Computers & Graphics. 14:275-280
We interpolate the helical motion σ by rational axial motions of degree three and four ζ. This will be done by interpolating one point path σ( p 0) by ζ( p 0). Then all point paths of σ are interpolated in the same way if we use the method given
Autor:
Otto Röschel, Sybille Mick
Publikováno v:
KoG
Volume 9.
Issue 9.
Volume 9.
Issue 9.
The paper is devoted to the generation of frameworks of polyhedra as ornaments of the octahedral group O. An hierarchical block structure is used to implement the action of O in a CAD-package. The framework is generated by a starting (prismatic) rod
Publikováno v:
Journal of Geometry.
We start with a generic n-gon \(Q_0\) with vertices \(q_{j,0}\) (\(j = 0, \dots , n-1\)) in the d-dimensional Euclidean space \({\mathbb {E}}^d\). Additionally, \(m+1\) real numbers \(u_0, \ldots , u_m \in {\mathbb {R}} \, (m < n)\) with \(\sum _{\mu
Publikováno v:
Journal of Geometry; Jul2017, Vol. 108 Issue 2, p791-801, 11p