Mario Deuss

Ecole Polytechnique Federale de Lausanne, School of Computer and Communication Sciences (I&C), Alumnus

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Dara M Cannon

University of Galway

R. Michael Feener

Kyoto University

Vineet Dhar

University of Maryland Dental School

Wolfgang Behr

University of Zurich, Switzerland

Anil Sukumaran

Hamad Medical Corporation

Kelvin I. Afrashtehfar

McGill University

Spyridon Papageorgiou

University of Zurich, Switzerland

DR.ABHITOSH DEBATA

Rajiv Gandhi University of Health Sciences

Sanja Budisavljevic

Università degli Studi di Padova

Rony Christian Hidalgo

Universidad Peruana Cayetano Heredia

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Papers by Mario Deuss

Case Studies in Cost-Optimized Paneling of Architectural Freeform Surfaces

Advances in Architectural Geometry 2010, 2010

Paneling an architectural freeform surface refers to an approximation of the design surface by a ... more Paneling an architectural freeform surface refers to an approximation of the design surface by a set of panels that can be manufactured using a selected technology at a reasonable cost, while respecting the design intent and achieving the desired aesthetic quality of panel layout and surface smoothness. Eigensatz and co-workers [Eigensatz et al. 2010] have recently introduced a computational solution

Shape-Up: Shaping Discrete Geometry with Projections

Computer Graphics Forum, 2012

École Polytechnique Fédérale de Lausanne, Switzerland point cloud quadrilateral mesh tetrahedral ... more École Polytechnique Fédérale de Lausanne, Switzerland point cloud quadrilateral mesh tetrahedral mesh polygon mesh conformal deformation isometric deformation square elements sphere constraint Figure 1: Constraint-based optimization and interactive shape exploration on different geometry representations. Blue dots denote handle positions, green areas are constrained to remain rigid and red spheres indicate that vertices should be arranged on a sphere.

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Exploring Local Modifications for Constrained Meshes

by Bailin Deng and Mario Deuss

Computer Graphics Forum, 2013

: Local modifications of a constrained mesh. In this example a glass structure composed of planar... more

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Interactive design exploration for constrained meshes

by Bailin Deng and Mario Deuss

Computer-Aided Design, 2014

In architectural design, surface shapes are commonly subject to geometric constraints imposed by ... more In architectural design, surface shapes are commonly subject to geometric constraints imposed by material, fabrication or assembly. Rationalization algorithms can convert a freeform design into a form feasible for production, but often require design modifications that might not comply with the design intent. In addition, they only offer limited support for exploring alternative feasible shapes, due to the high complexity of the optimization algorithm.

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Case Studies in Cost-Optimized Paneling of Architectural Freeform Surfaces

Advances in Architectural Geometry 2010, 2010