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At: fun preserves fin 1 1 1 1 1 1 1 1 1 1 1 1
1. S: Type
2. T: Type
3. n:
4. f: nS
5. g: Sn
6. g o f = Id & f o g = Id
7. n1:
8. f1: n1T
9. g1: Tn1
10. g1 o f1 = Id & f1 o g1 = Id
11. f:((nn1)(n1n)), g:((n1n)nn1). g o f = Id (nn1)nn1 & f o g = Id (n1n)(n1n)

n:, f:(nST), g:((ST)n). g o f = Id & f o g = Id (ST)ST
By:
Analyze 11
THEN
Analyze 12
Generated subgoal:

111. f2: (nn1)(n1n)
12. g2: (n1n)nn1
13. g2 o f2 = Id & f2 o g2 = Id
n:, f:(nST), g:((ST)n). g o f = Id & f o g = Id (ST)ST

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existsfunctionnatural_numberandequaluniverse