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PoweR with extended real exponents #1753

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PoweR with extended real exponents #1753

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1cc8c54
poweR for extended reals
jmmarulang Nov 10, 2025
d2064b7
poweRrM again
jmmarulang Nov 10, 2025
8c4491b
finished poweR
jmmarulang Dec 20, 2025
5c9abce
test
jmmarulang Dec 21, 2025
fe4c502
Merge branch 'PoweR3' of https://github.com/jmmarulang/analysis into …
jmmarulang Dec 21, 2025
cc4a112
corrected hoelder
jmmarulang Jan 3, 2026
df57743
Merge branch 'math-comp:master' into PoweR3
jmmarulang Jan 3, 2026
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8 changes: 8 additions & 0 deletions reals/constructive_ereal.v
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Expand Up @@ -414,6 +414,14 @@ Lemma le0y : (0 : \bar R) <= +oo. Proof. exact: real0. Qed.

Lemma leNy0 : -oo <= (0 : \bar R). Proof. exact: real0. Qed.

Lemma leyr r : +oo <= r%:E = false. Proof. by []. Qed.

Lemma ltyr r : +oo < r%:E = false. Proof. by []. Qed.

Lemma ltrNy r : r%:E < -oo = false. Proof. by []. Qed.

Lemma lerNy r : r%:E <= -oo = false. Proof. by []. Qed.

Lemma cmp0y : ((0 : \bar R) >=< +oo%E)%O.
Proof. by rewrite /Order.comparable le0y. Qed.

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