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theorem Real.ratPow_of_equivR (x:Real) (q:ℚ) : equivR (x^q) = (equivR x)^(q:ℝ) := by |
Hi, I think the assumption list here is incomplete. I've been looking at this for some time and I feel that another assumption is required in order to rewrite the lemmas from this section: (hx : x > 0). Otherwise, it's not possible to rewrite using Section 5.6's Real.ratPow_def.
analysis/Analysis/Section_5_epilogue.lean
Line 249 in cd83236
Hi, I think the assumption list here is incomplete. I've been looking at this for some time and I feel that another assumption is required in order to rewrite the lemmas from this section:
(hx : x > 0). Otherwise, it's not possible to rewrite using Section 5.6'sReal.ratPow_def.