lean2/library/theories/number_theory
Jeremy Avigad 4a36f843f7 refactor(library/algebra/group_power,library/*): change definition of pow
I changed the definition of pow so that a^(succ n) reduces to a * a^n rather than a^n * a.

This has the nice effect that on nat and int, where multiplication is defined by recursion on the right,
a^1 reduces to a, and a^2 reduces to a * a.

The change was a pain in the neck, and in retrospect maybe not worth it, but oh, well.
2015-08-14 18:49:57 -07:00
..
bezout.lean feat(library/tactic/assert_tactic): allow duplicate names for hypotheses in assert tactic 2015-07-23 18:52:59 -07:00
number_theory.md feat(library/theories/number_theory/prime_factorization): begin theory, with multiplicity and prime_factors 2015-07-07 21:05:48 -07:00
prime_factorization.lean refactor(library/algebra/group_power,library/*): change definition of pow 2015-08-14 18:49:57 -07:00
primes.lean refactor(library/algebra/group_power,library/*): change definition of pow 2015-08-14 18:49:57 -07:00