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Straightest geodesics on polyhedral surfaces. In SIGGRAPH : Konrad Polthier, Markus Schmies, Martin Steffens, Christian Teitzel
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Straightest Geodesics on Polyhedral Surfaces Konrad Polthier and Markus Schmies Fachbereich Mathematik, Technische Universität Berlin, Germany Abstract.
Geodesic Flow on Polyhedral Surfaces - Konrad Polthier ...books.google.com › books › about › Geodesic_Flow_on_...
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Geodesic Flow on Polyhedral Surfaces. Front Cover. Konrad Polthier, Markus Schmies. SFB 288, pages. 0 Reviews ...
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... and phone. Go to Google Play Now ». Geodesic Flow on Polyhedral Surfaces. Front Cover. Konrad Polthier, Markus Schmies. SFB 288, pages.
Conformal Structures and Period Matrices of Polyhedral ...arxiv.org › math
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... Period Matrices of Polyhedral Surfaces. Authors:Alexander I. Bobenko (IM TU-B), Christian Mercat (LIRMM, I3M), Markus Schmies (IM TU-B).
Geodesic Flow on Polyhedral Surfaces
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geodesics, geodesic flow, polyhedral surfaces, shortest curves, straightest curves, surface wave
Geodesic Flow on Polyhedral Surfaces - of Konrad Polthierwww.polthier.info/articles/geodflow/geodflow_wien99_abstract.html
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Geodesic Flow on Polyhedral Surfaces. Konrad Polthier and Markus Schmies. Abstract. On a curved surface the front of a point wave evolves in concentric ...
Straightest Geodesics on Polyhedral Surfaces
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Straightest Geodesics on Polyhedral Surfaces. Konrad Polthier and Markus Schmies. Abstract. Geodesic curves are the fundamental concept in geometry to ...
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Alexander I. Bobenko, Christian Mercat, Markus Schmies: Conformal Structures and Period Matrices of Polyhedral Surfaces. CoRR abs (2009);
Geodesic Flow on Polyhedral Surfaces | SpringerLink
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Geodesic Flow on Polyhedral Surfaces. Authors; Authors and affiliations. Konrad Polthier; Markus Schmies. Konrad Polthier. 1. Markus Schmies Technische ...
Straightest Geodesics on Polyhedral Surfaces | SpringerLinklink.springer.com › chapter
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Konrad Polthier; Markus Schmies. Konrad Polthier. 1. Markus Schmies Fachbereich MathematikTechnische Universität BerlinGermany. Chapter.
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Conformal Structures and Period Archive ouverte HALhal.archives-ouvertes.fr › hal
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Citation. Alexander Bobenko, Christian Mercat, Markus Schmies. Conformal Structures and Period Matrices of Polyhedral Surfaces ⟨hal ⟩ ...
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Straightest geodesics on polyhedral surfaces. ACM. Konrad Polthier and Markus Schmies Straightest geodesics on polyhedral surfaces. ACM.
Geodesics
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Geodesics and Waves (1997). Konrad Polthier, Markus Schmies, Martin Steffens, Christian Teitzel. Topics. bullet, Geodesics on polyhedral surfaces. bullet ...
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[3] Konrad Polthier und Markus Schmies, Straightest geodesics on polyhedral surfaces, In H.C. Hege und K. Polthier (Hrsg.), Mathematical Visualization: ...
Page de Christian Mercat
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Alexander Bobenko, Ch. M., and Markus Schmies. Conformal structures and period matrices of polyhedral surfaces. In A. Bobenko and Ch.
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Geodesic Flow on Polyhedral Surfaces. [full paper Image ] [meta data Image ]. Konrad Polthier and Markus Schmies. Geometric Methods for Vortex Extraction.
differential geometry - Geodesics on a polyhedron - Mathematics Stack...
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Some thoughts are given by Konrad Polthier and Markus Schmies, Straightest geodesics on polyhedral surfaces. Form the abstract: Geodesic ...
differential geometry - Geodesics on a polyhedron - Mathematics ...
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Some thoughts are given by Konrad Polthier and Markus Schmies, Straightest geodesics on polyhedral surfaces. Form the abstract: Geodesic curves are the ...
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Konrad Poltier , Markus Schmies : Straightest Geodesics on Polyhedral Surfaces download (1.3MB, pdf)
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