the meaning of such syntactic sugar is given by translation into simpler constructs. If these translations are applied exhaustively, the result is a program written in a small subset of Haskell that we Except in the case of let expressions, these translations preserve both the static and dynamic semantics. Free variables and constructors used in these translations always refer to entities defined by the Prelude system-dependent manner. When undefined is used, the error message is created by the compiler. Translations of Haskell expressions use error and undefined to explicitly indicate where execution time errors

corresponding to ∆1 and ∆2 respectively. Examples Below are some examples of with-abstractions and their translations. postulate A : Set _+_ : A → A → A T : A → Set mkT : x → T x P : x → T x → Set -- the type using the Agda input method type M-x describe-input-method RET Agda or type M-x agda-input-show-translations RET RET (with some exceptions in certain versions of Emacs). If you know the Unicode name of add a key binding to the Agda input method by using M-x customize-variable RET agda-input-user-translations. Show me some commonly used characters Many common characters have a shorter input sequence

corresponding to and respectively. Examples Below are some examples of with-abstractions and their translations. postulate A : Set _+_ : A → A → A T : A → Set mkT : ∀ x → T x P : using the Agda input method type M-x describe- input-method RET Agda or type M-x agda-input-show-translations RET RET (with some exceptions in certain versions of Emacs). If you know the Unicode name of add a key binding to the Agda input method by using M-x customize-variable RET agda-input-user-translations. Show me some commonly used characters Many common characters have a shorter input sequence

corresponding to and respectively. Examples Below are some examples of with-abstractions and their translations. postulate A : Set _+_ : A → A → A T : A → Set mkT : ∀ x → T x P : using the Agda input method type M-x describe- input-method RET Agda or type M-x agda-input-show-translations RET RET (with some exceptions in certain versions of Emacs). If you know the Unicode name of add a key binding to the Agda input method by using M-x customize-variable RET agda-input-user-translations. Show me some commonly used characters Many common characters have a shorter input sequence

corresponding to ∆1 and ∆2 respectively. Examples Below are some examples of with-abstractions and their translations. 3.33. With-Abstraction 107 Agda User Manual, Release 2.5.4 postulate A : Set _+_ : A → A using the Agda input method type M-x describe-input-method RET Agda or type M-x agda-input-show-translations RET RET (with some exceptions in certain versions of Emacs). If you know the Unicode name of add a key binding to the Agda input method by using M-x customize-variable RET agda-input-user-translations. Show me some commonly used characters Many common characters have a shorter input sequence

corresponding to ∆1 and ∆2 respectively. Examples Below are some examples of with-abstractions and their translations. 3.33. With-Abstraction 107 Agda User Manual, Release 2.5.4.1 postulate A : Set _+_ : A → using the Agda input method type M-x describe-input-method RET Agda or type M-x agda-input-show-translations RET RET (with some exceptions in certain versions of Emacs). If you know the Unicode name of add a key binding to the Agda input method by using M-x customize-variable RET agda-input-user-translations. Show me some commonly used characters Many common characters have a shorter input sequence

corresponding to and respectively. Examples Below are some examples of with-abstractions and their translations. postulate A : Set _+_ : A → A → A T : A → Set mkT : ∀ x → T x P : using the Agda input method type M-x describe- input-method RET Agda or type M-x agda-input-show-translations RET RET (with some exceptions in certain versions of Emacs). If you know the Unicode name of add a key binding to the Agda input method by using M-x customize-variable RET agda-input-user-translations. Show me some commonly used characters Many common characters have a shorter input sequence

corresponding to ∆1 and ∆2 respectively. Examples Below are some examples of with-abstractions and their translations. 3.33. With-Abstraction 107 Agda User Manual, Release 2.5.4.2 postulate A : Set _+_ : A → using the Agda input method type M-x describe-input-method RET Agda or type M-x agda-input-show-translations RET RET (with some exceptions in certain versions of Emacs). If you know the Unicode name of add a key binding to the Agda input method by using M-x customize-variable RET agda-input-user-translations. Show me some commonly used characters Many common characters have a shorter input sequence

corresponding to and respectively. Examples Below are some examples of with-abstractions and their translations. postulate A : Set _+_ : A → A → A T : A → Set mkT : ∀ x → T x P : using the Agda input method type M-x describe- input-method RET Agda or type M-x agda-input-show-translations RET RET (with some exceptions in certain versions of Emacs). If you know the Unicode name of add a key binding to the Agda input method by using M-x customize-variable RET agda-input-user-translations. Show me some commonly used characters Many common characters have a shorter input sequence

corresponding to and respectively. Examples Below are some examples of with-abstractions and their translations. postulate A : Set _+_ : A → A → A T : A → Set mkT : ∀ x → T x P : using the Agda input method type M-x describe- input-method RET Agda or type M-x agda-input-show-translations RET RET (with some exceptions in certain versions of Emacs). If you know the Unicode name of add a key binding to the Agda input method by using M-x customize-variable RET agda-input-user-translations. Show me some commonly used characters Many common characters have a shorter input sequence