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We should be able to find the Coq proof for the following query. Essentially A UNION ALL EMPTY = A. There are various ways of implementing that, though.
schema s1(x:int);
table a(s1); -- define table a using schema s1
query q1 -- define query q1 on tables a and b
`select * from a x UNION ALL
select * from a x where false`;
query q2 -- define query q2 likewise
`select * from a x`;
verify q1 q2; -- does q1 equal to q2?
The text was updated successfully, but these errors were encountered:
We should be able to find the Coq proof for the following query. Essentially A UNION ALL EMPTY = A. There are various ways of implementing that, though.
The text was updated successfully, but these errors were encountered: