orthogonal complement
is a subspace of V. It is often referred to as ‘U perp'. If V is finite-dimensional, then V = U ⊕ U⊥, which generalizes to closed subspaces of Hilbert spaces.
- stable equilibrium
- stable numerical analysis
- stadium paradox
- stagnation point
- standard basis
- standard deviation
- standard error
- standard form
- standard form
- standardize
- standard normal distribution
- stars and bars
- state
- statement
- static friction
- statics
- stationary distribution
- stationary point
- stationary point
- stationary value
- statistic
- statistical equilibrium
- statistical mechanics
- statistical model
- statistical tables