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| bio | website | |
|---|---|---|
| location | ||
| age | ||
| visits | member for | 5 months |
| seen | Apr 27 at 13:26 | |
| stats | profile views | 20 |
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May 5 |
awarded | Revival |
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Jan 8 |
answered | Vector projection in 2d application |
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Dec 31 |
answered | The set of limit points of the sequence $1,\frac12,\frac14,\frac34,\frac18,\frac38,\frac58,\frac78,\frac1{16},\frac3{16},\ldots$ |
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Dec 31 |
comment |
A question on a compact space Too tired right now to finish this right now, but here is what I had: If a discrete subset is closed, then it has a finite subcover (the singletons of a discrete set form a basis of it, so the singletons are the finite cover). Therefore, every discrete subset of the space is finite... |
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Dec 31 |
comment |
How to deal with non random data in statistical analysis? Without having looked at your data, my hunch is there is a strong likelihood there is a random component. And yes, there are a number of model selection techniques you can use to parameterize a sufficient time-series model, ARMA may be appropriate for what you're doing. |
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Dec 30 |
answered | How to deal with non random data in statistical analysis? |
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Dec 30 |
answered | Analyzing a sequence and continuity proof |
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Dec 30 |
comment |
Question about joint probability density function I agree, using this in a bivariate transformation would be appropriate. |
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Dec 30 |
answered | Understanding the Leontief inverse |
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Dec 30 |
answered | A consequence of convexity |
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Dec 27 |
answered | $A = B^2$ for which matrix $A$? |
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Dec 26 |
answered | Need to know how to inteprete an inequality |
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Dec 26 |
comment |
Eigenvalue problem: Prove that all of the eigenvalues of $A$ are 1. RE: (1), I went back and read the comments, and that's a good question - what are some of the other ways to arrive at such a result? RE: (2), matrix elements can be either 0 or 1. If a diagonal element is zero, then the matrix is singular and the determinant is therefore also zero, thus all eigenvalues cannot be positive. RE: (3), that paper definitely spells out a more direct route, thanks for sharing it. |
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Dec 24 |
answered | Why does maximum likelihood estimation work the way that it does? |
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Dec 24 |
answered | The integral of a probability mass function |
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Dec 23 |
awarded | Supporter |
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Dec 23 |
answered | Eigenvalue problem: Prove that all of the eigenvalues of $A$ are 1. |
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Dec 23 |
answered | MLE for independent Poisson distributions with different mean variable |
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Dec 23 |
answered | Gaussian Mixture Model |
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Dec 22 |
answered | Finding the MLE for parameter $\theta$ from distribution of the form $e^{-|x-\theta|}$ |
