Regular Graph
A Graph is said to be regular of degree 
if all Local Degreesare the same number . Then
where
is the number of Edges. The connected 3-regular graphs have been determined by G. Brinkmanup to 24 Vertices.See also Complete Graph, Completely Regular Graph, Local Degree, Superregular Graph
References
Chartrand, G. Introductory Graph Theory. New York: Dover, p. 29, 1985.
- Local Density
- Local Density Conjecture
- Local Extremum
- Local Field
- Local-Global Principle
- Local Group Theory
- Locally Convex Space
- Locally Finite Space
- Locally Pathwise-Connected Space
- Local Maximum
- Local Minimum
- Local Ring
- Local Subgroup
- Local Surface
- Loculus of Archimedes
- Locus
- Log
- Logarithm
- Logarithmically Convex Function
- Logarithmic Binomial Formula
- Logarithmic Binomial Theorem
- Logarithmic Distribution
- Logarithmic Integral
- Logarithmic Number
- Logarithmic Spiral