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1. The Free On-line Dictionary of Computing (30 December 2018) | ||
fully lazy lambda lifting John Hughes's optimisation of lambda lifting to give full laziness. Maximal free expressions are shared to minimise the amount of recalculation. Each inner sub-expression is replaced by a function of its maximal free expressions (expressions not containing any bound variable) applied to those expressions. E.g. f = \ x . (\ y . (+) (sqrt x) y) ((+) (sqrt x)) is a maximal free expression in (\ y . (+) (sqrt x) y) so this inner abstraction is replaced with (\ g . \ y . g y) ((+) (sqrt x)) Now, if a partial application of f is shared, the result of evaluating (sqrt x) will also be shared rather than re-evaluated on each application of f. As Chin notes, the same benefit could be achieved without introducing the new higher-order function, g, if we just extracted out (sqrt x). This is similar to the code motion optimisation in procedural languages where constant expressions are moved outside a loop or procedure. (1994-12-01) | ||
Common Misspellings > | ||
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lifhting fully lazy lambda lift8ng fully lazy lambda lifti8ng fully lazy lambda lift8ing fully lazy lambda lift*ng fully lazy lambda lifti*ng fully lazy lambda lift*ing fully lazy lambda lift9ng fully lazy lambda lifti9ng fully lazy lambda lift9ing fully lazy lambda liftung fully lazy lambda liftiung fully lazy lambda liftuing fully lazy lambda liftong fully lazy lambda liftiong fully lazy lambda liftoing fully lazy lambda liftjng fully lazy lambda liftijng fully lazy lambda liftjing fully lazy lambda liftkng fully lazy lambda liftikng fully lazy lambda liftking fully lazy lambda liftlng fully lazy lambda liftilng fully lazy lambda liftling fully lazy lambda liftang fully lazy lambda lifteng fully lazy lambda liftigg fully lazy lambda liftingg fully lazy lambda liftigng fully lazy lambda liftihg fully lazy lambda liftinhg fully lazy lambda liftihng fully lazy lambda liftijg fully lazy lambda liftinjg fully lazy lambda liftijng fully lazy lambda liftibg fully lazy lambda liftinbg fully lazy lambda liftibng fully lazy lambda liftimg fully lazy lambda liftinmg fully lazy lambda liftimng fully lazy lambda lifti g fully lazy lambda liftin g fully lazy lambda lifti ng fully lazy lambda liftinr fully lazy lambda liftingr fully lazy lambda liftinrg fully lazy lambda liftint fully lazy lambda liftingt fully lazy lambda liftintg fully lazy lambda liftiny fully lazy lambda liftingy fully lazy lambda liftinyg fully lazy lambda liftinf fully lazy lambda liftingf fully lazy lambda liftinfg fully lazy lambda liftinh fully lazy lambda liftingh fully lazy lambda liftinhg fully lazy lambda liftinv fully lazy lambda liftingv fully lazy lambda liftinvg fully lazy lambda liftinb fully lazy lambda liftingb fully lazy lambda liftinbg fully lazy lambda liftinn fully lazy lambda liftingn fully lazy lambda liftinng fully lazy lambda liftin fully lazy lambda lifting fully lazy lambda liftin g Definition commonly spelled as: Defanition or Defenition, Synonym as: Synonim, Sinonym or Sinonim, Thesaurus as: Thesorus or Thesauris, Dictionary as: Dictionery or Dictionry and Define is usually not misspelled. What does mispell meen? It Meens... 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