I forgot to mention KENZO: https://github.com/gheber/kenzo
Anything useful to include in FriCAS on this topic has to compete with it because it's easy to interface ;-) On Thursday, 13 February 2025 at 11:59:24 UTC+1 Martin Baker wrote: > The attached file contains my first tentative experiments with what I > thought of as Finite Topology. Could you take a quick glance at it to > see if that's what you would describe as Finite Topology, if not could > you suggest an alternative name? > > Anyway its the subject that interests me at the moment and I think it > should keep me busy for a few years. > > Despite what you say about the usefulness of 'geometric realization' I > would still like to attempt to implement it, just for completeness and > my own education. I realise that n points will produce 2*n+1 dimensions > but FriCAS can handle high dimensional matrix algebra, right? That's one > of the advantages of doing this on a CAS. > > My reason for looking at databases for the representation was not > performance but because the database structure seems to match the > mathematical structure better. For instance a minimal complex might be a > graph which is two tables (nodes and edges) and you could use common > keys or indexes for the source and target relations between the tables. > But more importantly I am looking for a way to abstract out topological > constructs such as sheaf and fibration. > > It will take me some time to work though the other issues you mention. > > As Ralf suggests I will email him off this list about the 'style guide' > issues in case my questions here are getting annoying. > > Martin > -- You received this message because you are subscribed to the Google Groups "FriCAS - computer algebra system" group. To unsubscribe from this group and stop receiving emails from it, send an email to fricas-devel+unsubscr...@googlegroups.com. To view this discussion visit https://groups.google.com/d/msgid/fricas-devel/cca699f9-2a24-4908-97d0-351db99c3463n%40googlegroups.com.
