bluepoint
Joined 6 years ago
Joined 6 years ago
Edit: Ok, I a guess I am wrong if the reduction is n^ log n/(log log n)^2 we are back to exponential.
After talking to a mathematician friend I can assure you that contact with reality is not the main goal of abstract math. It is mental constructions that have logical consistency and probably this is not the perfect definition either. It is somewhat of an art which is rendered in the logical mind. However physicists (me) and engineers will align with you.
I want a very very coarse language that I can wrap around maybe an existing language, maybe after asking an llm to create an adapter that will allow me to type faster than the llm
Say SELECT c.name, c.email, SUM(o.total) AS spent FROM customers c JOIN orders o ON o.customer_id = c.id JOIN addresses a ON a.customer_id = c.id WHERE a.country = 'AR' AND o.created_at >= '2026-01-01' AND o.status <> 'cancelled' GROUP BY c.id, c.name, c.email HAVING SUM(o.total) > 1000 ORDER BY spent DESC LIMIT 10;
and compress it to
c+o+a|a.cn=AR,o.d>26,o.st!X|c:nm,em,$tt>1k|v10
(I made up a random example with claude).
I know about J and Q but they cannot be used with sql databases or existing python libraries.
Anyway. I am not sure if anyone has such concerns.