Research

Movable Graphs

Graphs with infinitely many realizations in the plane satisfying edge length constraints

Number of real embeddings of spatial minimally rigid graphs

Method for finding edge lengths of spatial minimally rigid graphs with many real embeddings.

Construction of algorithms for Parallel Addition

Parallel Addition algorithms in non-standard numeration systems are constructed by so called Extending Window Method.

Publications

More Publications

. Graphs with Flexible Labelings allowing Injective Realizations. submitted, 2018.

Project Slides

. Graphs with Flexible Labelings. Journal of Discrete and Computational Geometry, 2018.

Preprint PDF Project Slides DOI

. On the Maximal Number of Real Embeddings of Spatial Minimally Rigid Graphs. Proceedings of ISSAC ‘18, 2018.

Preprint Code Dataset Project DOI

Talks

Graphs with flexible labelings allowing injective realizations
Sep 27, 2018
On the Maximal Number of Real Embeddings of Spatial Minimally Rigid Graphs
Jul 19, 2018
Graphs with flexible labelings
Jun 6, 2018

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