Commit 2025-05-16 10:47 fe66a272
View on Github →feat: define Gaussian measures in normed spaces (#24900)
- Add
IsGaussian
, property that a measure is Gaussian (its map by any continuous linear form is a real Gaussian measure) - Prove that a finite measure
µ
is Gaussian iff its characteristic function has valueexp (μ[L] * I - Var[L; μ] / 2)
for every continuous linear formL : Dual ℝ E
.