- ℙ used to denote a probability distribution
- 𝔼[X] as the expected value of a random variable X
- 𝟙_S as an indicator function for a set S (which is denoted as a subscript)
- 𝕕 as the differential and integral operator denouncing which variable to integrate over 𝕕f/𝕕x f(x) or ∫ f(x) 𝕕x
I think I've seen 𝕀 and 𝕚 for identity matrices and suchlike, and I'm sure 𝟘 also gets some use.
- ℙ used to denote a probability distribution
- 𝔼[X] as the expected value of a random variable X
- 𝟙_S as an indicator function for a set S (which is denoted as a subscript)
- 𝕕 as the differential and integral operator denouncing which variable to integrate over 𝕕f/𝕕x f(x) or ∫ f(x) 𝕕x