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Title of Journal: Graphs and Combinatorics

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Abbravation: Graphs and Combinatorics

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Springer Japan

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DOI

10.1016/0167-0115(96)87826-8

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1435-5914

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A Criterion for a Pair of Convex Polygons to be Re

Authors: Jin Akiyama Hyunwoo Seong
Publish Date: 2015/02/26
Volume: 31, Issue: 2, Pages: 347-360
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Abstract

A pair of convex polygons alpha and beta is said to be reversible if alpha has a dissection into a finite number of hinged pieces which can be rearranged to form beta under some conditions In this paper we give a necessary and sufficient condition for a given pair of polygons alpha beta to be reversible

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Other Papers In This Journal:
  1. 3-Regular Maps on Closed Surfaces are Nearly Distinguishing 3-Colorable with Few Exceptions
  2. Exponentially Many Monochromatic n -Matchings in K 3 n -1
  3. Cubic Bridgeless Graphs and Braces
  4. The Linear Arboricity of Planar Graphs without 5-, 6-Cycles with Chords
  5. $$[1,1,t]$$-Colorings of Complete Graphs
  6. Bipartite Divisor Graphs for Integer Subsets
  7. The Ramsey property for collections of sequences not containing all arithmetic progressions
  8. Minimum Clique Partition in Unit Disk Graphs
  9. Graphs with a Minimal Number of Convex Sets
  10. Monochromatic Solutions for Multi-Term Unknowns
  11. Collapsible Graphs and Hamiltonicity of Line Graphs
  12. Collapsible Graphs and Hamiltonicity of Line Graphs
  13. Local Antimagic Vertex Coloring of a Graph
  14. Graph Equation for Line Graphs and m -Step Graphs
  15. A Description of the Resonance Variety of a Line Combinatorics via Combinatorial Pencils
  16. Monitoring the Plane with Rotating Radars
  17. Perfect Matchings in Total Domination Critical Graphs
  18. The Interchange Graphs of Tournaments with Minimum Score Vectors Are Exactly Hypercubes
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