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04-withdraw-pr.yml
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A rational which is a p-adic integer for all p is an integer. Withdraw PR #236: Issue comment #254 (comment) created by kbuzzard
January 6, 2025 11:45 3s
January 6, 2025 11:45 3s
A rational which is a p-adic integer for all p is an integer. Withdraw PR #235: Issue comment #254 (comment) created by kbuzzard
January 6, 2025 08:50 2s
January 6, 2025 08:50 2s
Revert "Updates available and ready to merge" Withdraw PR #234: Issue comment #304 (comment) created by kbuzzard
January 5, 2025 17:13 2s
January 5, 2025 17:13 2s
checkdecls needs to be reenabled when lean4#6325 is merged Withdraw PR #233: Issue comment #287 (comment) created by kbuzzard
December 30, 2024 20:29 2s
December 30, 2024 20:29 2s
Bump mathlib Withdraw PR #232: Issue comment #292 (comment) created by kbuzzard
December 25, 2024 11:32 2s
December 25, 2024 11:32 2s
Bump mathlib Withdraw PR #231: Issue comment #292 (comment) created by kbuzzard
December 24, 2024 23:12 3s
December 24, 2024 23:12 3s
feat(RepresentationTheory): Adds Subrepresentations Withdraw PR #230: Issue comment #286 (comment) created by kbuzzard
December 21, 2024 16:05 3s
December 21, 2024 16:05 3s
Updates available but manual intervention required Withdraw PR #229: Issue comment #288 (comment) created by kbuzzard
December 19, 2024 20:24 2s
December 19, 2024 20:24 2s
Updates available but manual intervention required Withdraw PR #228: Issue comment #288 (comment) created by kbuzzard
December 19, 2024 20:12 3s
December 19, 2024 20:12 3s
A rational which is a p-adic integer for all p is an integer. Withdraw PR #227: Issue comment #254 (comment) created by Ruben-VandeVelde
December 18, 2024 21:24 3s
December 18, 2024 21:24 3s
A rational which is a p-adic integer for all p is an integer. Withdraw PR #226: Issue comment #254 (comment) created by Ruben-VandeVelde
December 18, 2024 21:22 3s
December 18, 2024 21:22 3s
A rational which is a p-adic integer for all p is an integer. Withdraw PR #225: Issue comment #254 (comment) created by kbuzzard
December 18, 2024 01:13 3s
December 18, 2024 01:13 3s
Updates available but manual intervention required Withdraw PR #224: Issue comment #285 (comment) created by kbuzzard
December 17, 2024 23:19 2s
December 17, 2024 23:19 2s
Updates available but manual intervention required Withdraw PR #223: Issue comment #285 (comment) created by kbuzzard
December 17, 2024 22:56 3s
December 17, 2024 22:56 3s
Updates available but manual intervention required Withdraw PR #222: Issue comment #285 (comment) created by kbuzzard
December 17, 2024 22:55 1s
December 17, 2024 22:55 1s
feat(RepresentationTheory): Adds Subrepresentations Withdraw PR #221: Issue comment #286 (comment) created by YaelDillies
December 16, 2024 14:17 4s
December 16, 2024 14:17 4s
feat(RepresentationTheory): Adds Subrepresentations Withdraw PR #220: Issue comment #286 (comment) created by javierlcontreras
December 16, 2024 12:10 4s
December 16, 2024 12:10 4s
Artifact actions v3 will be closing down Withdraw PR #219: Issue comment #284 (comment) created by pitmonticone
December 15, 2024 17:22 3s
December 15, 2024 17:22 3s
Artifact actions v3 will be closing down Withdraw PR #218: Issue comment #284 (comment) created by pitmonticone
December 15, 2024 17:17 2s
December 15, 2024 17:17 2s
Artifact actions v3 will be closing down Withdraw PR #217: Issue comment #284 (comment) created by pitmonticone
December 15, 2024 17:17 3s
December 15, 2024 17:17 3s
Task #241 Withdraw PR #216: Issue comment #282 (comment) created by kbuzzard
December 11, 2024 20:21 3s
December 11, 2024 20:21 3s
An element of prod_v K_v is a finite adele iff its image in prod_w L_w is a finite adele Withdraw PR #215: Issue comment #240 (comment) created by WilliamCoram
December 11, 2024 13:23 3s
December 11, 2024 13:23 3s
Bump mathlib Withdraw PR #214: Issue comment #273 (comment) created by digama0
December 11, 2024 10:22 3s
December 11, 2024 10:22 3s
chore: get rid of the ForMathlib folder Withdraw PR #213: Issue comment #281 (comment) created by kbuzzard
December 11, 2024 00:10 3s
December 11, 2024 00:10 3s
feat: compute the distributive Haar character of ℝ, ℂ, ℤ_[p] and ℚ_[p] Withdraw PR #212: Issue comment #223 (comment) created by kbuzzard
December 11, 2024 00:03 3s
December 11, 2024 00:03 3s