Step
*
2
1
of Lemma
extended-face-map
1. I : Cname List
2. x1 : nameset(I)
3. x2 : nameset(I)
4. i : ℕ2
5. y1 : Cname
6. y2 : Cname
7. ¬(y2 ∈ I-[x1; x2])
8. ¬(y1 ∈ I)
⊢ ((x2:=i) o rename-one-name(y1;y2)) ∈ name-morph([y1 / I-[x1]];[y2 / I-[x1; x2]])
BY
{ (Using [`J',⌜[y1 / I-[x1; x2]]⌝] MemCD⋅ THEN Auto) }
1
.....subterm..... T:t
1:n
1. I : Cname List
2. x1 : nameset(I)
3. x2 : nameset(I)
4. i : ℕ2
5. y1 : Cname
6. y2 : Cname
7. ¬(y2 ∈ I-[x1; x2])
8. ¬(y1 ∈ I)
⊢ (x2:=i) ∈ name-morph([y1 / I-[x1]];[y1 / I-[x1; x2]])
Latex:
Latex:
1. I : Cname List
2. x1 : nameset(I)
3. x2 : nameset(I)
4. i : \mBbbN{}2
5. y1 : Cname
6. y2 : Cname
7. \mneg{}(y2 \mmember{} I-[x1; x2])
8. \mneg{}(y1 \mmember{} I)
\mvdash{} ((x2:=i) o rename-one-name(y1;y2)) \mmember{} name-morph([y1 / I-[x1]];[y2 / I-[x1; x2]])
By
Latex:
(Using [`J',\mkleeneopen{}[y1 / I-[x1; x2]]\mkleeneclose{}] MemCD\mcdot{} THEN Auto)
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