What is the difference and relationship between the binomial and Bernoulli distributions? probability statistics random-variables binomial-distribution bernoulli-distribution

Nov 10, 2018 · I don't understand. It's the same? Under the described identification, not every function has a derivative which is a function, but all functions have derivatives which are distributions, and …

Feb 1, 2019 · I think the term "probability distribution" is more common than "probabilistic distribution" (which I haven't heard anyone use), so maybe for clarity the question should ask for a definition of …

Apr 27, 2020 · So distribution is a subspace of manifold but is it possible that (under certain circumstances) it becomes submanifold of a manifold ???

Jun 18, 2020 · In many cases we use sampling from a distribution. Also in programming languages they implement it. But I wonder now what is the process of generating a sample from a probability …

Distribution of the product of two (or more) uniform random variables Ask Question Asked 11 years, 11 months ago Modified 11 months ago

However, what are e e and π π doing there? π π is about circles and the ratio to its diameter, for example. e e is mostly about exponential functions, specifically about the fact that d dxex =ex d d x e …

Sep 16, 2019 · The use of the term "distribution" in both statistical distributions and generalized functions (as in distribution theory) reflects a deeper, shared foundation. Both concepts describe how …

Jul 19, 2011 · The distribution of the latter example can be described by the probabilities of individual (atomic) events, the former case needs a notion of probability density function.

Nov 22, 2019 · 3 While one can find various online references (and in books) for the definition of "convergence in distribution", I have several times today been stumped (as a non-probabilist) by the …