Hello, now that I learned how to use a hammer, everything looks like a nail. So I want to use Org-mode for this; my question is, did anyone do anything similar and has some suggestions how to structure this material?
I'm going to prepare a course in mathematical analysis (together with the former-Scrivener-user-friend, btw). The course will be divided into very small modules (one proof, for instance, will correspond to *at least* one module, and often more). We want to emphasize the connections between the ideas behind the theorems, proofs and calculation methods, so basically the whole material will be divided into these modules and partially ordered by the relation "... has to be studied before ...". How to represent such a partially ordered set in Org-mode? One idea that comes to my mind is writing a normal outline (tree) with all the modules (possibly nested), and including links to all "prerequisites" in every such module. Any other ideas? Best, -- Marcin Borkowski http://octd.wmi.amu.edu.pl/en/Marcin_Borkowski Adam Mickiewicz University
