This question is basically an extension of the following fact: given a finite dimensional, associative, unital $k$-algebra $A$, then the vector dual $A^*$ is a coassociative, counital coalgebra with coproduct $\Delta : A^* \rightarrow A^*\otimes A^*$ given by $\Delta(f)(a\otimes b) = f(ab)$. This...

Proposal 1: Remove the tag poisson-random-measures. This tag has no description and is mostly used, either wrongly, or as a synonym of the tag poisson-process, or as a synonym of the tag levy-processes. Proposal 2: Remove the tag poisson-process, considering that the subject corresponds ...