If I have a multivariate gaussian distribution as P(x) = $N(\mu,\Sigma)$ and another univariate distribution given by P(y) = $N(\mu1, \sigma)$, what will be p(x,y). It will be gaussian but what will ...
I wonder that what is the mu and sigma formula MLE(maximum likelihood estimates) for a 3 dimension guassian ? It is the same form as 1 and 2 dimension (+ 1 mu and sigma for the new vector) ?
I have a problem which goes as follows. I am trying to predict the value of a variable $x$. I also have a set of measurements (the actual context is an image) $x^i$. I know from some training ...