| --- Log opened Wed Nov 04 00:00:57 2020 |
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| 08:05 | <@sshine> | hmm |
| 08:06 | <&[R]> | HMM |
| 08:06 | <@sshine> | HMMMMM |
| 08:06 | < catalyst> | hm? |
| 08:08 | <@sshine> | so I've been modelling a payment system as part of a job interview process, and this was fun. my solution ended up with one breach of database normalization which I decided was a pragmatic solution to a request to overcome linear lookups; "keep cached values in database" means you can end up with an inconsistent database state. I think maybe if I was better at databases, I might be able to devise something |
| 08:08 | <@sshine> | alike a "database view" that partially recomputes its cache. I can imagine how it'd work in a reactive programming model; I just don't know if/how that works in SQL. |
| 08:10 | <@sshine> | in retrospect it made me think, maybe there's a simpler way to model this. kind of how like how Haskell's "algebraic-graphs" package has another take on composition of immutable graphs. |
| 08:14 | <@sshine> | so given Invoice and Payment, is there a way to match them up so that invoices can be partially covered by payments, and that payments can partially cover multiple invoices, and you can write the functions 'Invoice -> [Payment]' and 'Payment -> [Invoice]', and you can always check the balance of an Invoice without having to add up the payments? |
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| --- Log closed Thu Nov 05 00:00:59 2020 |