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Computational language: week 9 Finish finite state machines FSA’s for modelling word structure Declarative language models knowledge representation and inheritance non-monotonic or ‘default’ inheritance and lexical knowledge representation multiple inheritance DATR: a lexical knowledge representation language
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Finite State Automata Deterministic FSAs An FSA whose recognition behaviour is fully determined by the state it is in and the input symbol it is looking at
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Finite State Automata Deterministic FSAs An FSA whose recognition behaviour is fully determined by the state it is in and the input symbol it is looking at Non-deterministic FSAs An FSA with decision points
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Finite State Automata Deterministic FSAs Non-deterministic FSAs An FSA with decision points Self-loop may be in a particular state Arcs may have ε transitions
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Finite State Automata Formal language Set of strings Finite symbol set, alphabet
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Finite State Automata Formal language Set of strings Finite symbol set, alphabet L(m) = {baa!, ba!, baaa!,…} “formal language characterised by m” m = model L = formal language
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Finite State Automata Formal language Set of strings Finite symbol set, alphabet L(m) = {baa!, ba!, baaa!,…} A formal language models a fragment of a natural language
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Finite state transducers and word structure FSA for word structure Handles the morphotactics Arc labels drawn from sets of lexical classes Lexical entries and affixes in the lexicon Achieve morphological recognition
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Finite state transducers and word structure Finite State Transducers for morphological parsing distinction between surface level and lexical level lexical level includes basic stem and morphosyntactic features cat +N+PL -> cats
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Finite state transducers and word structure Finite State Transducers for morphological parsing distinction between surface level and lexical level lexical level includes basic stem and morphosyntactic features cat +N+PL -> cats FST: maps one of set of symbols onto another
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Finite state transducers and word structure Finite State Transducers for morphological parsing distinction between surface level and lexical level lexical level includes basic stem and morphosyntactic features cat +N+PL -> cats FST: maps one of set of symbols onto another c:c a:a t:t +N:εPL:s
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Finite state transducers and word structure Finite State Transducers for morphological parsing Boundary markers: ^ morpheme boundary # word boundary
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Finite state transducers and word structure Finite State Transducers for morphological parsing Boundary markers: ^ morpheme boundary # word boundary c:c a:a t:t +N:εPL:^s#
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Finite state transducers and word structure Finite State Transducers for morphological parsing Boundary markers: ^ morpheme boundary # word boundary c:c a:a t:t +N:εPL:^s# g:g o:e o:e s:s e:e +N:εPL:#
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Knowledge representation Linguistic knowledge Linguistic facts Relations between linguistic facts Computable
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Knowledge representation Linguistic knowledge Linguistic facts lexicon Relations between linguistic facts Computable
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Knowledge representation Linguistic knowledge Linguistic facts lexicon Relations between linguistic facts inference default inference Computable
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Knowledge representation Linguistic knowledge Linguistic facts lexicon Relations between linguistic facts inference default inference Computable DATR Prolog
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Knowledge representation and the lexicon Inheritance hierarchy
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Knowledge representation and the lexicon Inheritance hierarchy A graphical representation of how facts or properties are shared amongst entities
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Knowledge representation and the lexicon Inheritance hierarchy
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Knowledge representation and the lexicon Inheritance hierarchy
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Knowledge representation and the lexicon Inheritance hierarchy
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Knowledge representation and the lexicon Default inheritance hierarchy
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Knowledge representation and the lexicon Default inheritance
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Knowledge representation and the lexicon Default inheritance
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Knowledge representation and the lexicon Default inheritance
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Knowledge representation and the lexicon Default inheritance
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Knowledge representation and the lexicon DATR, lexical knowledge representation language Inference and default inference Compiled in Prolog Developed by Evans and Gazdar Network Morphology
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Knowledge representation and the lexicon DATR demonstration
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Lexical knowledge representation Summary Inheritance Inference rules Formalism Computable
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