45 lines
1.7 KiB
Markdown
45 lines
1.7 KiB
Markdown
# George feedback
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## Subject info
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- has some experience with type theory and haskell
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## Quest0/Part0
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- clarify the notation `a : A`
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- hide the imports
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- definition of inductive type doesn't make sense
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without the further details.
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- confusion of `{!!}` and `{0}` and `?`
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- comparing holes to agda-info window is intuitive
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- error on firsts refine
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- add at each step what the agda-info window looks like
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- confusion about hole numbers. "just ignore them"
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- subject tries to read constraint in agda-info window.
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Shld deal with this somehow.
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- emphasize no need to fill holes in order.
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## Quest0/Part1
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- subject confused about 'space of spaces'.
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More specifically, need to say `a : A` means "`a` is a point of the space `A`".
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- we shld say `a ≡ b` means space of paths from `a` to `b`.
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- 'contradiction' is a pre-existing concept in subject brain.
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- "not sure that helps" - subject about definition of `Bool`
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- "is `flipPath` taking a point from `Bool` to another point of `Bool`
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or is it taking a space to another space?"
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- "just some terminology" - subject on the definition of _fiber_.
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Subject did not take in the picture of what it is called fiber.
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- need to add earlier how to check goal of holes.
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- need to be clear _we are assuming `flipPath` is constructed already_.
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- overall : need to be clearer that `Type` is space of spaces,
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and paths in `Type` are saying which spaces are the same.
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## Quesst0/Part2
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- For the `iso` bit, change to just `C-c C-r` cuz `Iso` only has one constructor.
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- say you can check def of `Iso` by using `SPC c d`
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- say "just write `s` and `r` and write the rest then load".
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- emphasize agda is indentation sensitive.
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- subject unexpectedly extracts lemma `true ≡ true`.
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