Pages that link to "Item:Q1185288"
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The following pages link to A paradigm for robust geometric algorithms (Q1185288):
Displaying 26 items.
- Small grid embeddings of 3-polytopes (Q629826) (← links)
- Extending Steinitz's theorem to upward star-shaped polyhedra and spherical polyhedra (Q652524) (← links)
- A duality transform for constructing small grid embeddings of 3d polytopes (Q679743) (← links)
- Applications of unbiased perturbations towards quantifying robustness with pragmatic geometric methods (Q957298) (← links)
- Rigidity and the Alexandrov-Fenchel inequality (Q1207675) (← links)
- Advances in the theory and practice of graph drawing (Q1285778) (← links)
- An axiomatic approach to robust geometric programs (Q1332653) (← links)
- Robust gift wrapping for the three-dimensional convex hull (Q1337472) (← links)
- Three-dimensional unstructured mesh generation. III: Volume meshes (Q1371881) (← links)
- Tutte's barycenter method applied to isotopies (Q1395577) (← links)
- Topology-oriented implementation -- an approach to robust geometric algorithms (Q1977116) (← links)
- Planar and toroidal morphs made easier (Q2151436) (← links)
- Liftings and stresses for planar periodic frameworks (Q2351014) (← links)
- Embedding stacked polytopes on a polynomial-size grid (Q2358818) (← links)
- Another Classroom Example of Robustness Problems in Planar Convex Hull Computation (Q2807866) (← links)
- (Q3832381) (← links)
- (Q4035748) (← links)
- LOCAL ROBUSTNESS AND ITS APPLICATION TO POLYHEDRAL INTERSECTION (Q4292533) (← links)
- (Q4413921) (← links)
- Computing and Combinatorics (Q4681185) (← links)
- A CASE STUDY IN ALGORITHM ENGINEERING FOR GEOMETRIC COMPUTING (Q4682177) (← links)
- Algorithms – ESA 2004 (Q5464628) (← links)
- Planar and Toroidal Morphs Made Easier (Q5886038) (← links)
- Fast Algorithms for Geometric Consensuses (Q6060001) (← links)
- On recent trends in discrete geometry in computer science (Q6567730) (← links)
- Manipulating weights to improve stress-graph drawings of 3-connected planar graphs (Q6618256) (← links)
