Kyoto Univ., Dept. of Architecture

naoki@archi.kyoto-u.ac.jp

Author, editor, or reviewer of:

- $K$-levels of concave surfaces
- Approximating uniform triangular meshes for spheres
- Approximating uniform triangular meshes in polygons
- Finding $k$ farthest pairs and $k$ closest/farthest bichromatic pairs for points in the plane
- Finding $k$ points with minimum diameter and related problems
- Finding a triangular mesh with a constant number of different edge lengths
- Finding subsets maximizing minimum structures
- Generalized LMT-skeleton heuristics for several new classes of optimal triangulations
- How to treat delete requests in semi-online problems
- LMT-skeleton heuristics for several new classes of optimal triangulations
- Lovász's lemma for the three-dimensional $K$-level of concave surfaces and its applications
- Notes on computing peaks in $k$-levels and parametric spanning trees
- On computing new classes of optimal triangulations with angular constraints
- On minimum and maximum spanning trees of linearly moving points
- Optimal spanners for axis-aligned rectangles
- Optimizing the sum of linear fractional functions and applications
- Parametric polymatroid optimization and its geometric applications