us</b> component of this mixture look like?  For example, does <b>it</b> look like a Laplacian?</p><p>o) since all n-choose-k posterior modes are being found (using subsets1.m) beware of combinatorial explosion with large n (or just keep k very small)</p><p>------------------------------------------------------------------------- THINGS TO TRY:</p><p>o) run the script as is with the default case of {n=12, k0=12, k=4} This represents a "dense" true x0 (k0=12) representing a non-sparse problem that is forced 