Framework
Consider a finite collection of points 
, 
Euclidean Space(known as a Configuration) and a graph 
whose Vertices correspond to pairs of points that are constrainedto stay the same distance apart. Then the graph together with the configuration 
, denoted 
, is calleda framework.
- Farey Sequence
- Farey Series
- Farkas's Lemma
- Faro Shuffle
- Far Out
- Far-Out Point
- Fast Fibonacci Transform
- Fast Fourier Transform
- Fat Fractal
- Fatou Dust
- Fatou Set
- Fatou's Lemma
- Fatou's Theorems
- Faulhaber's Formula
- Favard Constants
- F-Distribution
- Feigenbaum Constant
- Feigenbaum Function
- Feit-Thompson Conjecture
- Feit-Thompson Theorem
- Fejes Tóth's Integral
- Fejes Tóth's Problem
- Feller-Lévy Condition
- Feller's Coin-Tossing Constants
- Fence