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If f is a k-epi, then so is its k-truncation #916

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merged 2 commits into from
Nov 13, 2023

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tomdjong
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The converse, as claimed in the text above.

@fredrik-bakke fredrik-bakke changed the title If f is a k-epi, then so is its k-truncation If $f$ is a $k$-epi, then so is its $k$-truncation Nov 13, 2023
@fredrik-bakke fredrik-bakke changed the title If $f$ is a $k$-epi, then so is its $k$-truncation If f is a k-epi, then so is its k-truncation Nov 13, 2023
@EgbertRijke EgbertRijke enabled auto-merge (squash) November 13, 2023 16:03
@EgbertRijke EgbertRijke merged commit e632ce1 into UniMath:master Nov 13, 2023
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fredrik-bakke pushed a commit to fredrik-bakke/agda-unimath that referenced this pull request Nov 29, 2023
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3 participants