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who"ll - traducción al Inglés

LEFT-TO-RIGHT, LEFTMOST DERIVATION TOP-DOWN PARSER FOR A SUBSET OF CONTEXT-FREE LANGUAGES

LL(1); LL parsing; LL(k); LL Parsing table; LL(1) language; LL1; Left factoring; LL(k) parser

who'll

who will

Perpetual bond

SANJAY SINGH (MAHABALI)

Frostfire; Fear of the Daleks; The Beautiful People (audio drama); Old Soldiers (audio drama); The Catalyst (audio drama); Fear of the daleks; Here There Be Monsters (audio drama); Home Truths (audio drama); The Darkening Eye; The Transit of Venus (audio drama); Resistance (audio drama); The Mahogany Murders; The Stealers from Saiph; The Drowned World (audio drama); The Glorious Revolution (audio drama); The Prisoner of Peladon; The Pyralis Effect; Ringpullworld; The Mahogany Murderers; The Mists of Time; Companion Chronicles; Bernice Summerfield and the Criminal Code; The Suffering (audio drama); The Emperor of Eternity; The Time Vampire; Night's Black Agents (audio drama); Solitaire (audio drama); Transit of Venus (Doctor Who audio); Stealers from Saiph; Freakshow (audio drama); The Beautiful People (Doctor Who audio); Freakshow (Doctor Who audio); Find and Replace (audio drama); The Guardian of the Solar System; Echoes of Grey; The Invasion of E-Space; A Town Called Fortune; Quinnis; The Forbidden Time; The Sentinels of the New Dawn; The Perpetual Bond; Solitaire (Doctor Who audio); The Drowned World (Doctor Who); The Rocket Men; The Memory Cheats; The Many Deaths of Jo Grant; The Wanderer (audio drama); The First Wave; The Anachronauts; Beyond the Ultimate Adventure; The Selachian Gambit; Binary (audio drama); The Jigsaw War; The Rings of Ikiria; The Revenants; The Time Museum; The Uncertainty Principle (audio drama); Find and Replace (book); Mastermind (audio drama); Bernice Summerfield and the Criminal Code (Doctor Who audio); Perpetual Bond; The Catalyst (Doctor Who audio); Mastermind (Doctor Who audio); Night's Black Agents (Doctor Who audio); The Drowned World (Doctor Who audio); Here There Be Monsters (Doctor Who audio); Home Truths (Doctor Who audio); The Suffering (Doctor Who audio); The Transit of Venus (Doctor Who audio); The Wanderer (Doctor Who audio); The Glorious Revolution (Doctor Who audio); Binary (Doctor Who audio); Resistance (Doctor Who audio); The Uncertainty Principle (Doctor Who audio); Find and Replace (Doctor Who audio); Old Soldiers (Doctor Who audio); Doctor Who - The Companion Chronicles; Doctor Who – The Companion Chronicles

سند ذو دخل مدى الحياة

who

WIKIMEDIA DISAMBIGUATION PAGE

WHO (disambiguation); Who?; Who (disambiguation)

ضَمِير : من . الذي . التي . الذين

Definición

ll.

¦ abbreviation (in textual references) lines.

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Wikipedia

LL parser

In computer science, an LL parser (Left-to-right, leftmost derivation) is a top-down parser for a restricted context-free language. It parses the input from Left to right, performing Leftmost derivation of the sentence.

An LL parser is called an LL(k) parser if it uses k tokens of lookahead when parsing a sentence. A grammar is called an LL(k) grammar if an LL(k) parser can be constructed from it. A formal language is called an LL(k) language if it has an LL(k) grammar. The set of LL(k) languages is properly contained in that of LL(k+1) languages, for each k ≥ 0. A corollary of this is that not all context-free languages can be recognized by an LL(k) parser.

An LL parser is called LL-regular (LLR) if it parses an LL-regular language. The class of LLR grammars contains every LL(k) grammar for every k. For every LLR grammar there exists an LLR parser that parses the grammar in linear time.

Two nomenclative outlier parser types are LL(*) and LL(finite). A parser is called LL(*)/LL(finite) if it uses the LL(*)/LL(finite) parsing strategy. LL(*) and LL(finite) parsers are functionally more closely resemblant to PEG parsers. An LL(finite) parser can parse an arbitrary LL(k) grammar optimally in the amount of lookahead and lookahead comparisons. The class of grammars parsable by the LL(*) strategy encompasses some context-sensitive languages due to the use of syntactic and semantic predicates and has not been identified. It has been suggested that LL(*) parsers are better thought of as TDPL parsers. Against the popular misconception, LL(*) parsers are not LLR in general, and are guaranteed by construction to perform worse on average (super-linear against linear time) and far worse in the worst-case (exponential against linear time).

LL grammars, particularly LL(1) grammars, are of great practical interest, as parsers for these grammars are easy to construct, and many computer languages are designed to be LL(1) for this reason. LL parsers may be table-based, i.e. similar to LR parsers, but LL grammars can also be parsed by recursive descent parsers. According to Waite and Goos (1984), LL(k) grammars were introduced by Stearns and Lewis (1969).

https://en.wikipedia.org/wiki/LL parser