colorable (Meaning)
colorable
intended to deceive, seemingly valid or genuine, having an appearance of truth, validity, or right
Synonyms & Antonyms of colorable
colorable Sentence Examples
- The graph is colorable with three colors, meaning it can be assigned colors to its vertices without adjacent vertices sharing the same color.
- The chromatic number of the graph, which is the minimum number of colors needed to make it colorable, is four.
- The vertices of the graph can be partitioned into independent sets, each of which is colorable with its own unique color.
- The greedy algorithm for coloring a graph is a simple heuristic that iteratively assigns colors to vertices based on their adjacency, yielding a colorable result.
- The four-color theorem states that every planar graph is colorable with four colors.
- The five-color theorem states that every graph is colorable with five colors.
- Some graphs may not be colorable at all, such as the odd-cycle graph.
- The concept of colorability is widely used in graph theory, including the study of chromatic polynomials and graph coloring algorithms.
- Colorable graphs play a crucial role in scheduling and resource allocation problems, helping to find optimal solutions that avoid conflicts or overlaps.
- By utilizing the colorability of a graph, researchers can design efficient algorithms for various real-world applications involving resource management and optimization.
FAQs About the word colorable
intended to deceive, seemingly valid or genuine, having an appearance of truth, validity, or right
plausible, credible, cogent, convincing,substantiated, corroborated, real, certified, reasonable, confirmed
nonsensical, illogical, unsound, uninformed, groundless, unfounded, irrational, unjustified, invalid, nonrational
The graph is colorable with three colors, meaning it can be assigned colors to its vertices without adjacent vertices sharing the same color.
The chromatic number of the graph, which is the minimum number of colors needed to make it colorable, is four.
The vertices of the graph can be partitioned into independent sets, each of which is colorable with its own unique color.
The greedy algorithm for coloring a graph is a simple heuristic that iteratively assigns colors to vertices based on their adjacency, yielding a colorable result.
