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Tashi Walde authored and Tashi Walde committed Nov 11, 2023
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6 changes: 3 additions & 3 deletions src/simplicial-hott/07-discrete.rzk.md
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Expand Up @@ -440,13 +440,13 @@ Furthermore, we observe that the pair `left-leg-of-Δ ⊂ Δ¹×Δ¹` is the pro
`Δ¹` with the left anodyne pair `{0} ⊂ Δ¹`, hence left anodyne itself.

```rzk
#def is-left-anodyne-left-leg-of-Λ-Δ¹×Δ¹
#def is-left-anodyne-left-leg-of-Λ-Δ¹×Δ¹ uses (extext)
: is-left-anodyne ( 2 × 2)
( \ ts → Δ¹×Δ¹ ts) ( \ ts → left-leg-of-Λ ts)
:=
\ A' A α is-left-fib-α
\ A' A α →
is-right-orthogonal-to-shape-product extext A' A α
2 Δ¹ 2 Δ¹ ( \ s → s ≡ 0₂) is-left-fib-α
2 Δ¹ 2 Δ¹ ( \ s → s ≡ 0₂)
```

Next, we use the left cancellation of left anodyne shape inclusions to deduce
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