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4:38 AM

I suggest to make integral a synonym of integration. integral $\times 25$, no usage guidance integration $\times 717$, has usage guidance. I can see no distinction between their use, I think these are practically strict synonyms.

integral is now a synonym of integration. The above post was deleted - most likely by the moderator who created the synonym.

2 hours later…

Martin Sleziak

6:21 AM

Just to make this easier to find in the future.

tag-synonyms. The tag integral is now a synonym of integration. The above post was deleted - most likely by the moderator who created the synonym.

1 hour later…

Martin Sleziak

7:22 AM

specific-question Is the tag cluster-algebras used correctly in: how to appropriately determine the number of clusters in the graph partition problem? There is also a tag called cluster-analysis.

Q: how to appropriately determine the number of clusters in the graph partition problem?

As the title said: how to appropriately determine the number of clusters in the graph partition problem? Here is the problem definition from multi-level graph partition: The k-way graph partitioning problem is defined as follows: given a graph $G = (V,E)$ with |$V$| = $n$, partition $V$ into...

The tag cluster-analysis has empty tag info. For cluster-algebras, there is both tag-excerpt and tag-wiki. The tag-excerpt reads:

> Questions related to cluster algebras, a class of commutative rings introduced around 2000 by Fomin and Zelevinsky, and nearby topics.

4 hours later…

Martin Sleziak

11:39 AM

specific-question The question "Extracting Dirichlet series coefficients" has been recently bumped. It has no top-level tag - but I am not really sure which one to choose.

Q: Extracting Dirichlet series coefficients

Cauchy's integral formula is a powerful method to extract the $n$'th power series coefficient of an analytic function by evaluating a single complex integral. Is there any such analytic method to extract (ordinary) Dirichlet series coefficients? That is, assuming that a given function $f(s)$ admi...