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Normalizing a joint PDF $f(x,y)$ and finding the marginal PDF's $f_X(x) $ and $f_Y(y)$

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#probability-distributions #density-function #marginal-distribution
36
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How to quickly find the variance of a Gaussian random variable from the density?

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#normal-distribution #variance #density-function #gaussian
84
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How to correctly use an integral to model the density?

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#integration #statistics #mathematical-modeling #density-function
21
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Integrate joint pdf on a set of measure zero

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#integration #density-function
192
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Joint exponential probability

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#probability #poisson-distribution #density-function #exponential-distribution
1.8k
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Converting Probability Density Functions to Distribution Functions

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#probability #probability-theory #probability-distributions #density-function
91
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Det of Jacobian becomes 0 when computing Joint density of $V_1=X^2+Y^2$ and $V_2=X^2−Y^2$

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#probability-distributions #density-function #change-of-variable #jacobian
218
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Transformation (?) of continuous random variables

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#statistics #probability-distributions #random-variables #transformation #density-function
336
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Convolution of two independent uniform variables

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#convolution #uniform-distribution #density-function
73
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Simplified form for $\int_{\lambda}^\infty \int_{0}^\infty e^{-(s+t)}(st)^{x-1}\ln \frac{s}{t} ds dt$

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#probability #density-function #multiple-integral
115
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What is "$L^2$(µ)-approximation" in this context?

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#notation #approximation #density-function #derived-functors
124
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Probability density function of a Random Variable Y

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#probability #probability-distributions #density-function
60
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If $X \sim E(\lambda)$, find the density function of $Y = X^2+1$.

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#calculus #probability #probability-theory #probability-distributions #density-function
52
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Upper bound of the lower density for a curve-free 1 set

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#connectedness #density-function #fractals #geometric-measure-theory
26
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Support through affine transformation of bivariate distribution

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#probability-distributions #density-function #exponential-distribution

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