For questions about distributions built-in in Mathematica, and functions that operate on them. Also includes questions about defining your own distributions.
When Mathematica 11 released a few months ago there was the following image under Wolfram's promotional material Expanded Distribution Coverage:
However, the image is quite small and some of the text is too pixelated to read and I cannot find a…
I need to construct nearest neighbor distribution for a given finite set of real numbers. I have no clue how this can be realized. Any suggestion would be very much appreciated.
I'm trying to obtain a sum distribution of two discrete random variables.
The function TransformedDistribution doesn't work for me in such case:
Z = EmpiricalDistribution[{0.7, 0.3} -> {0, 1}];
Y = EmpiricalDistribution[{0.6, 0.4} -> {0,…
I am still pretty new to Mathematica, but have to solve a quite complex problem.
The function
kdis[x_, a_] := KernelMixtureDistribution[Inner[List, x, (1+x)^a, List]]
gives me a bivariate kernel density estimate of two gamma random variables given…
Is it possible to get Mathematica (9) to calculate PDF's for combined distributions? I can't seem to find the right notation, if this is possible at all. My attempts:
PDF[NormalDistribution[0, 1] + NormalDistribution[0, 1], x]
Nor can we store a…
I'm trying to compute the probability density of a random variable $\log(X)$, where $X \sim \textrm{Gamma}(k, \Theta)$, in Mathematica 11. One way to do this is by:
F[x_] = PDF[TransformedDistribution[Log[X], X \[Distributed] GammaDistribution[k,…
I am trying to find a stopping time for a randomized simulation such that say 95% of trials that will be successful will have already finished. I would like to do this by creating and then refining some representative distribution dist and then…
Is the LogMultinormalDistribution function really the multivariate lognormal distribution? Because I get different results with the same parameters in R
I want to compute the pdf of the bivariate lognormal distribution…
There is a function FindDistribution that finds a distribution from the given data.
But what if I'm given moments and what to find a distribution.
Is there any function for this?
Thank you.
j[x_] := Moment[JohnsonDistribution["SL", gamma, delta,…
$\sum_{i=1}^{N} \frac{1}{B(x+i, i)} = \frac{1}{B(x+1, 1)} + \frac{1}{B(x+2, 2)} + \ldots + \frac{1}{B(x+N, N)}$
where ${N}$ is fixed value. is there any simple expression exist for x in the above expression?
or x converges to somewhere if ${N}$ is…
I have a draw from a Dirichlet distribution that I would like to use as input into a MultinomialDistribution. For instance:
rand = RandomVariate[
DirichletDistribution[{1, 1, 1, 1, 1, 239, 302, 1}]]
Then I want to take this list and put it into a…
I would like to simulate from a joint distribution multiplied by a constant.
e.g. 3*NormalDistribution[0,1]*NormalDistribution[1,1]
I tried using something like ProductDistribution but that doesn't work.
Can anyone give me any hints.
Can someone explain to me why the CopulaDistribution function with a "Multinormal" kernal asks for the covariance matrix instead of the correlation matrix. Just by looking at the formula for copula, it uses correlation matrix. So I was wondering why…
Ok, so before anything else, I have no idea what I'm doing. Not in mathematica and maybe not in the maths either.
My question is basically if I can contour-plot f=BinomialDistribution[100, p], with the distribution f (in colour) along the y-axis,…