Lp
In Lp two functions that agree almost everywhere are considered equal; this is so that the norm property ∥f∥=0 implies f = 0 holds. When p = 2, then L2 is the space of square-integrable functions and is a Hilbert space.
- vector space
- vector subspace
- vector sum
- vector triple product
- velocity
- velocity potential
- velocity ratio
- velocity–time graph
- Venn diagram
- Venn, John
- verification
- vertex
- vertex
- vertex method
- vertex-transitive
- vertical angles
- vinculum
- Vinogradov's Theorem
- virtual work principle
- viscous
- Vitali set
- Viète, François
- Viète's formulae
- Viète's substitution
- volume