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UAPoisson and Severyn distributions - Sever(μ, v)
Severyn distribution (formulas will be given later) is a discrete probability distribution that accurately describes the random variable "number of goals scored by a team in a football (hockey, bandy, ...) match".
List of graphs (functions)
| Name | Designation | |
| 1 | Gamma function | Gamma, Γ, γ |
| 2 | X power to x | Xx (X^x) |
| 3 | Exponential function | exp |
| 4 | Logarithm function | log, ln, lg |
| 5 | Log-Normal distribution | Log-Norm(μ, σ2) |
| 6 | Normal distribution | Norm(μ, σ2) |
| 7 | Normal Discrete distribution | Norm-D(μ, σ2) |
| 8 | Poisson distribution | Pois(μ) |
| 9 | Severyn distribution | Sever(μ, v) |
| 10 | Binomial distribution | Binom(n, p) |
| 11 | Negative Binomial distribution | Neg-Binom(r, p) |
| 12 | Beta distribution | Beta(α, β) |
| 13 | Sine, Cosecant | sin, cosec (csc) |
| 14 | Cosine, Secant | cos, sec |
| 15 | Tangent, Cotangent | tan (tg), ctn (ctg) |
Page time:
Thursday
11-21-2024
10:37:00 UTC
Thursday
11-21-2024
10:37:00 UTC