Yes, this is I! Yes, this is I (in 3D!)
Noam Aigerman
Weizmann Institute of Science
Department of Computer Science and Applied Mathematics
Ziskind building, Room 36
Email firstname.lastname@weizmann.ac.il
Phone +972-8-934-4443


I am a PhD student under the supervision of Dr. Yaron Lipman.
My main fields of interest are Geometry Processing, Numerical Optimization and Computer Graphics.
Teaching
2015: Co-organizing the Seminar on Advanced Topics in Optimization with Shahar.
2013: TA for "Numerical Linear Algebra and Convex Optimization".
Publications
(hover over a project's image for a one-sentence summary)
  1. An embedding of a mesh into a hyperbolic orbifold, which can tile the Poincare-disk model of the hyperbolic plane.
    Hyperbolic Orbifold Tutte Embeddings
    Noam Aigerman, Yaron Lipman
    ACM SIGGRAPH Asia 2016
    Paper | Low Res
  2. An embedding of a mesh into a planar orbifold, which can also be used to generate seamless quads on the mesh.
    Orbifold Tutte Embeddings
    Noam Aigerman, Yaron Lipman
    ACM SIGGRAPH Asia 2015
    Paper | Low Res | Code
  3. A large-scale bijective parametrization of a tetrahedral mesh to a ball.
    Large Scale Bounded Distortion Mappings
    Shahar Kovalsky, Noam Aigerman, Ronen Basri, Yaron Lipman
    ACM SIGGRAPH Asia 2015
    Paper | Low Res
  4. Two identical bijective maps between two surface-meshes produced for two different cut placements.
    Seamless Surface Mappings
    Noam Aigerman, Roi Poranne, Yaron Lipman
    ACM SIGGRAPH 2015
    Paper | Low Res
  5. A low distortion bijective map between two surface-meshes.
    Lifted Bijections for Low Distortion Surface Mappings
    Noam Aigerman, Roi Poranne, Yaron Lipman
    ACM SIGGRAPH 2014
    Paper | Low Res
  6. The 'most conformal' mapping of a volumetric cube, subject to repositioning its eight corners.
    Controlling Singular Values with Semidefinite Programming
    Shahar Kovalsky*, Noam Aigerman*, Ronen Basri, Yaron Lipman
    (*equal contributors)
    ACM SIGGRAPH 2014
    Paper | Low Res | Project Page
  7. A bounded-distortion, globally bijective map, mapping a tetrahedral mesh to a polycube.
    Injective and Bounded Distortion Mappings in 3D
    Noam Aigerman, Yaron Lipman
    ACM SIGGRAPH 2013
    Paper | Low Res | Project Page (code + data)