view Paper/src/AgdaTreeImpl.agda.replaced @ 14:393c839f987b default tip

DONE
author soto <soto@cr.ie.u-ryukyu.ac.jp>
date Sat, 08 Jan 2022 12:41:39 +0900
parents 339fb67b4375
children
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record TreeMethods {n m : Level } {a : Set n } {t : Set m } (treeImpl : Set n ) : Set (m Level.!$\sqcup$! n) where
  field
    putImpl : treeImpl !$\rightarrow$! a !$\rightarrow$! (treeImpl !$\rightarrow$! t) !$\rightarrow$! t
  getImpl  : treeImpl !$\rightarrow$! (treeImpl !$\rightarrow$! Maybe a !$\rightarrow$! t) !$\rightarrow$! t

record Tree  {n m : Level } {a : Set n } {t : Set m } (treeImpl : Set n ) : Set (m Level.!$\sqcup$! n) where
  field
    tree : treeImpl
    treeMethods : TreeMethods {n} {m} {a} {t} treeImpl
  putTree : a !$\rightarrow$! (Tree treeImpl !$\rightarrow$! t) !$\rightarrow$! t
  putTree d next = putImpl (treeMethods ) tree d (\t1 !$\rightarrow$! next (record {tree = t1 ; treeMethods = treeMethods} ))
  getTree : (Tree treeImpl !$\rightarrow$! Maybe a !$\rightarrow$! t) !$\rightarrow$! t
  getTree next = getImpl (treeMethods ) tree (\t1 d !$\rightarrow$! next (record {tree = t1 ; treeMethods = treeMethods} ) d )