After visiting the Universities of Purdue and Kaiserslautern from to , he became Associate professor in Mathematics in Hamburg and then full Professor in Vienna since Helmut Pottmann is probably best known as the founder of Architectural Geometry, a new research field at the interface of Mathematics, Computer Science, Structural Engineering and Architecture. He has launched and nurtured the bi-annual Symposium on Architectural Geometry, and has co-authored the seminal textbook on the subject. He is extremely well regarded not only in the graphics community, but also in architecture-related fields and has successfully transferred his research into architectural practice including a number of internationally renowned architectural projects and to the Evolute company that, since , enables building projects featuring complex geometries by solving involved geometric problems.

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Fitting B-spline curves to point clouds by curvature-based squared distance minimization. Geometry of architectural freeform structures. Trier 1 Trier 2. Helmut PottmannGerald E. Computer Aided Geometric Design 17 8: Steering of form — New integrative approaches to architectural design and modeling. Voronoi Diagrams for Oriented Spheres.
Automatic fitting of conical envelopes to free-form surfaces for flank CNC machining. He has launched and nurtured the bi-annual Symposium on Architectural Geometry, and has co-authored the seminal textbook on the subject.
A variational approach to spline curves on surfaces. Computer-Aided Design 22 4: Geometric modeling with conical meshes and developable surfaces. A Laguerre geometric approach to rational offsets. Helmut PottmannYang Liu: Rational blending surfaces between quadrics. FaroukiHelmut Pottmann: Special section pottmajn geometric modeling and processing.
Robust principal curvatures on multiple scales. Interpolation on surfaces using minimum norm networks. Interactive Design of Developable Surfaces. Martin BertramJames C.
As a scientist, Helmut Pottmann always puts the highest standards on his work. Graphical Models 65 6: Principal curvatures pttmann the integral invariant viewpoint.
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