Commit 2022-12-13 21:37 90cb7f70

View on Github →

feat: port Algebra.GroupPower.Ring (#979) Mathlib SHA: fc2ed6f838ce7c9b7c7171e58d78eaf7b438fb0e

Estimated changes

added theorem Ring.inverse_pow
added theorem add_sq'
added theorem add_sq
added theorem min_pow_dvd_add
added theorem ne_zero_pow
added theorem neg_one_pow_eq_or
added theorem neg_one_sq
added theorem neg_pow
added theorem neg_pow_bit0
added theorem neg_pow_bit1
added theorem neg_sq
added theorem pow_dvd_pow_iff
added theorem pow_eq_zero
added theorem pow_eq_zero_iff'
added theorem pow_eq_zero_iff
added theorem pow_eq_zero_of_le
added theorem pow_ne_zero
added theorem pow_ne_zero_iff
added theorem sq_eq_one_iff
added theorem sq_eq_zero_iff
added theorem sq_ne_one_iff
added theorem sq_sub_sq
added theorem sub_sq'
added theorem sub_sq
added theorem zero_pow'
added theorem zero_pow
added theorem zero_pow_eq
added theorem zero_pow_eq_zero