tiny fixes
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6 changed files with 18 additions and 13 deletions
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hs/agda-count
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@ -15,6 +15,7 @@ Lambda
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Properties
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Properties
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DeBruijn
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DeBruijn
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More
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More
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Bisimulation
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Inference
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Inference
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Untyped
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Untyped
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--
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--
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@ -37,6 +37,7 @@ ABCDEFGHIJKLMNOPQRSTUVWXYZ|
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≡≡≢≢|
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≡≡≢≢|
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≃≃≲≲|
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≃≃≲≲|
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≟≟≐≐|
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≟≟≐≐|
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∸∸^^|
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⟨⟨⟩⟩|
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⟨⟨⟩⟩|
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⌊⌊⌋⌋|
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⌊⌊⌋⌋|
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⌈⌈⌉⌉|
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⌈⌈⌉⌉|
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@ -46,6 +47,7 @@ ABCDEFGHIJKLMNOPQRSTUVWXYZ|
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∈∈∋∋|
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∈∈∋∋|
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⊢⊢⊣⊣|
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⊢⊢⊣⊣|
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∷∷∷∷|
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∷∷∷∷|
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∎∎∎∎|
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⦂⦂⦂⦂|
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⦂⦂⦂⦂|
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----|
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----|
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-}
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-}
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@ -874,7 +874,7 @@ This chapter uses the following unicode.
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ℕ U+2115 DOUBLE-STRUCK CAPITAL N (\bN)
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ℕ U+2115 DOUBLE-STRUCK CAPITAL N (\bN)
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→ U+2192 RIGHTWARDS ARROW (\to, \r)
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→ U+2192 RIGHTWARDS ARROW (\to, \r)
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∸ U+2238 DOT MINUS (\.-)
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∸ U+2238 DOT MINUS (\.-)
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≡ U+2261 IDENTICAL TO (\==) =
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≡ U+2261 IDENTICAL TO (\==)
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⟨ U+27E8 MATHEMATICAL LEFT ANGLE BRACKET (\<)
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⟨ U+27E8 MATHEMATICAL LEFT ANGLE BRACKET (\<)
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⟩ U+27E9 MATHEMATICAL RIGHT ANGLE BRACKET (\>)
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⟩ U+27E9 MATHEMATICAL RIGHT ANGLE BRACKET (\>)
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∎ U+220E END OF PROOF (\qed)
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∎ U+220E END OF PROOF (\qed)
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@ -887,7 +887,7 @@ The command `\r` gives access to a wide variety of rightward arrows.
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After typing `\r`, one can access the many available arrows by using
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After typing `\r`, one can access the many available arrows by using
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the left, right, up, and down keys to navigate. The command remembers
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the left, right, up, and down keys to navigate. The command remembers
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where you navigated to the last time, and starts with the same
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where you navigated to the last time, and starts with the same
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character next time.
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character next time. The command `\l` works similarly for left arrows.
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In place of left, right, up, and down keys, one may also use control characters.
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In place of left, right, up, and down keys, one may also use control characters.
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@ -897,4 +897,4 @@ In place of left, right, up, and down keys, one may also use control characters.
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^N down (dowN)
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^N down (dowN)
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We write `^B` to stand for control-B, and similarly. One can also navigate
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We write `^B` to stand for control-B, and similarly. One can also navigate
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left and write by typing the digits that appear in the displayed list.
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left and right by typing the digits that appear in the displayed list.
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@ -9,7 +9,7 @@ Total number of lines and number of lines of Agda code in each chapter
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total code
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total code
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----- ----
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----- ----
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Preface 99 1
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Preface 92 0
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Naturals 900 86
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Naturals 900 86
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Induction 770 107
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Induction 770 107
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@ -22,13 +22,14 @@ Total number of lines and number of lines of Agda code in each chapter
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Lists 893 412
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Lists 893 412
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Decidable 566 170
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Decidable 566 170
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Lambda 1300 386
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Lambda 1304 389
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Properties 1533 724
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Properties 1539 568
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DeBruijn 1363 627
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DeBruijn 1363 635
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More 603 524
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More 675 570
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Bisimulation 151 110
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Inference 431 350
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Inference 431 350
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Untyped 362 281
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Untyped 362 281
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Acknowledgements 46 1
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Acknowledgements 44 0
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Fonts 62 44
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Fonts 78 59
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Statistics 38 1
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Statistics 34 0
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@ -136,9 +136,9 @@ data Normal : ∀ {n} → Term n → Set
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data Neutral where
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data Neutral where
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⌊_⌋ : ∀ {n}
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⌊_⌋ : ∀ {n}
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→ (k : Var n)
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→ (x : Var n)
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-------------
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-------------
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→ Neutral ⌊ k ⌋
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→ Neutral ⌊ x ⌋
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_·_ : ∀ {n} {L : Term n} {M : Term n}
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_·_ : ∀ {n} {L : Term n} {M : Term n}
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→ Neutral L
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→ Neutral L
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@ -155,6 +155,7 @@ data Normal where
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⌈_⌉ : ∀ {n} {M : Term n}
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⌈_⌉ : ∀ {n} {M : Term n}
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→ Neutral M
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→ Neutral M
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---------
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→ Normal M
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→ Normal M
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\end{code}
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\end{code}
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