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In mathematics, especially algebraic geometry the decomposition theorem is a set of results concerning the cohomology of algebraic varieties.
4
votes
Trace of multiplied positive definite matrices
You haven't said whether $K$, $\Sigma$, or $L_{1}$ are sparse or otherwise specially structured (e.g. Toeplitz.) This could be hugely important in finding the most efficient way to do this.
You als …
0
votes
Decomposing a discrete signal into a sum of rectangle functions
You can formulate this problem as a 0-1 mixed integer linear programming problem. Whether this formulation would be of any practical use depends a lot on the length of the signal $w$. You can also r …