1. Chapter 15. Semantic Analysis
From: Chapter 15 of An Introduction to Natural Language Processing, Computational Linguistics, and Speech Recognition, by  Daniel Jurafsky and James H. Martin

2. Background Semantic analysis
The process whereby meaning representations are composed and assigned to linguistic inputs
Among the source of knowledge typically used are
the meanings of words,
the meanings associated with grammatical structures,
knowledge about the structure of the discourse,
Knowledge about the context in which the discourse is occurring, and
Common-sense knowledge about the topic at hand
Syntax-driven semantic analysis
Assigning meaning representations to input based solely on static knowledge from the lexicon and the grammar.
Semantic Analysis

3. 15.1 Syntax-Driven Semantic Analysis
Principle of compositionality
The meaning of a sentence can be composed from the meanings of its parts.
In syntax-driven semantic analysis, the composition of meaning representations is guided by the syntactic components and relations provided by the grammars discussed previously.
Assumption:
Do not resolve the ambiguities arising from the previous stages.
Semantic Analysis

4. 15.1 Syntax-Driven Semantic Analysis
What does it mean for syntactic constituents to have meaning?
What do these meanings have to be like so that they can be composed into larger meanings?
Semantic Analysis

5. 15.1 Syntax-Driven Semantic Analysis Semantic Augmentation to CFG Rules
Augmenting CFG rules with semantic attachment
A → 1 …n {f(j.sem, …k.sem)}
Walk through the semantic attachment with the example just shown
PropoerNoun → AyCaramba {AyCaramba}
MassNoun → meat {meat}
NP → ProperNoun {ProperNoun.sem}
NP → MassNoun {MassNoun.sem}
Verb → serves {e, x, y Isa(e, Serving)Server(e, x)Served(e, y)}
Semantic Analysis

6. 15.1 Syntax-Driven Semantic Analysis Semantic Augmentation to CFG Rules
To move Verb upwards to VP, the VP semantic attachment must have two capabilities:
The means to know exactly which variables within the Verb’s semantic attachment are to be replaced by the semantics of the Verb’s arguments, and
The ability to perform such a replacement.
FOPC does not provide any advice about when and how such things are done.
Lambda notation provides exactly the kind of formal parameter functionality we needed.
xP(x)
x: variable
P(x): FOPC expression using the variable x
Semantic Analysis

7. 15.1 Syntax-Driven Semantic Analysis Semantic Augmentation to CFG Rules
xP(x)(A) (-reduction)
P(A)
xyNear(x, y)
xyNear(x, y)(ICSI)
 yNear(ICSI, y)
yNear(ICSI, y)(AyCaramba)
Near(ICSI, AyCaramba)
Currying
A way of converting a predicate with multiple arguments into a sequence of single argument predicates
Semantic Analysis

8. 15.1 Syntax-Driven Semantic Analysis Semantic Augmentation to CFG Rules
With -notation
Verb → serves {x e, y Isa(e, Serving)Server(e, y)Served(e, x)}
VP → Verb NP {Verb.sem(NP.sem)}
e, y Isa(e, Serving)Server(e, y)Served(e, Meat)
S → NP VP {VP.sem(NP.sem)}
Revise Verb attachment
Verb → serves {x y e Isa(e, Serving)Server(e, y)Served(e, x)}
Semantic Analysis

9. 15.1 Syntax-Driven Semantic Analysis Semantic Augmentation to CFG Rules

10. 15.1 Syntax-Driven Semantic Analysis Semantic Augmentation to CFG Rules
(15.1) A restaurant serves meat.
Subject
x Isa(x, Restaurant)
Embed in the Server predicate:
e Isa(e, Serving)  Server(e, x Isa(x, Restaurant))  Served(e, Meat)
Not a valid FOPC
Solve this problem by introducing the notion of a complex-term.
A complex term: < Quantifier variable body >
e Isa(e, Serving)  Server(e, <x Isa(x, Restaurant>))  Served(e, Meat)
Rewriting a predicate using a complex-term
P(< Quantifier variable body >) 
Quantifier variable body Connective P(variable)
Server(e,< x Isa(x, Restaurant >) 
x Isa(x, Restaurant )Server(e,x)
Semantic Analysis

11. 15.1 Syntax-Driven Semantic Analysis Semantic Augmentation to CFG Rules
The connective that is used to attach the extracted formula to the front of the new expression depends on the type of the quantifier being used:
 is used with , and  is used with .
It is useful to access the three components of complex terms.
NP → Det Nominal {<Det.sem x Nominal.sem(x)>}
Det → a {}
Nominal → Noun { x Isa(x, Noun.sem)>}
Noun → restaurant {Restaurant}
Semantic Analysis

12. 15.1 Syntax-Driven Semantic Analysis Semantic Augmentation to CFG Rules
We have introduced five concrete mechanisms that instantiate the abstract functional characterization of semantic attachments
The association of normal FOPC expressions with lexical items
The association of function-like -expressions with lexical items
The copying of semantic values from children to parents
The function-like application of -expressions to the semantics of one or more children of a constituent
The use of complex-terms to allow quantified expressions to be temporarily treated as terms
Quasi-logical forms or intermediate representations
The use of -expressions and complex-terms motivated by the gap between the syntax of FOPC and the syntax of English
Semantic Analysis

13. 15.1 Syntax-Driven Semantic Analysis Quantifier Scoping and the Translation of Complex-Terms
(15.3) Every restaurant has a menu.
e Isa(e, Having)
 Haver(e, <x Isa(x, Restaurant)>)
 Had(e,<y Isa(y, Menu)>)
x Restaurant(x) 
e, y  Having(e)  Haver(e, x)  Isa(y, Menu)  Had(e, y)
y Isa(y, Menu)  x Isa(x, Restaurant) 
e Having(e)  Haver(e, x)  Had(e, y)
The problem of ambguous quantifier scoping — a single logical formula with two complex-terms give rise to two distinct and incompatible FOC representations.
Semantic Analysis

14. 15.2 Attachments for a Fragment of English Sentences
(15.4) Flight 487 serves lunch.
S → NP VP {DCL(VP.sem(NP.sem))}
(15.5) Serve lunch.
S → VP {IMP(VP.sem(DummyYou))
IMP(eServing(e)Server(e, DummyYou)Served(e, Lunch)
Imperatives can be viewed as a kind of speech act.
(15.6) Does Flight 207 serve lunch?
S → Aux NP VP {YNQ(VP.sem(NP.sem))}
YNQ(eServing(e)Server(e, Flt207)Served(e, Lunch)
(15.7) Which flights serve lunch?
S → WhWord NP VP {WHQ(NP.sem.var,VP.sem(NP.sem))}
WHQ(x, e, x Isa(e, Serving)Server(e, x)Served(e, Lunch)  Isa(x, Flight))
Semantic Analysis

15. 15.2 Attachments for a Fragment of English Sentences
(15.8) How can I go from Minneapolis to Long Beach?
S → WhWord Aux NP VP {WHQ(WhWord.sem, VP.sem(NP.sem))}
WHQ(How, e Isa(e, Going)Goer(e, User)
Origin(e, Minn)  Destination(e, LongBeach))
Semantic Analysis

16. 15.2 Attachments for a Fragment of English NPs: Compound Nominals
The meaning representations for NPs can be either normal FOPC terms or complex-terms.
(15.9) Flight schedule
(15.10) Summer flight schedule
Nominal  Noun
Nominal  Nominal Noun {x Nominal.sem(x)  NN(Noun.sem,x)}
x Isa(x, Schedule)NN(x, Flight)
x Isa(x, Schedule)NN(x, Flight)NN(x, Summer)
Semantic Analysis

17. 15.2 Attachments for a Fragment of English NP: Genitive NPs
(Ex.) Atlanta’s airport
(Ex.) Maharani’s menu
NP  ComplexDet Nominal
{<xNominal.sem(x)GN(x, ComplexDet.sem)>}
ComplexDet  NP’s {NP.sem}
<x Isa(x, Airport) GN(x, Atlanta)>
Semantic Analysis

18. 15.2 Attachments for a Fragment of English Adjective Phrases
(15.11) I don’t mind a cheap restaurant.
(15.12) This restaurant is cheap.
For pre-nominal case, an obvious and often incorrect proposal is:
Nominal  Adj Nominal
{x Nominal.sem(x)Isa(x, Adj.sem)}
Adj  cheap {Cheap}
x Isa(x, Restaurant)Isa(x, Cheap) intersective semantics
Wrong
small elephant  x Isa(x, Elephant)Isa(x, Small)
former friend  x Isa(x, Friend)Isa(x, Former)
fake gun  x Isa(x, Gun)Isa(x, Fake)
Incorrect
interactions
Semantic Analysis

19. 15.2 Attachments for a Fragment of English Adjective Phrases
The best approach is to simply note the status of a special kind of modification relation and
Assume that some further procedure with access to additional relevant knowledge can replace this vague relation with an appropriate representation.
Nominal  Adj Nominal
{x Nominal.sem(x)AM(x, Adj.sem)}
Adj  cheap {Cheap}
x Isa(x, Restaurant)AM(x, Cheap)
Semantic Analysis

20. 15.2 Attachments for a Fragment of English VPs: Infinite VPs
In general, the -expression attached to the verb is simply applied to the semantic attachments of the verb’s arguments.
However, some special cases, for example, infinite VP
(15.13) I told Harry to go to Maharani.
The meaning representation could be:
e, f, x Isa(e, Telling)Isa(f, Going)
Teller(e, Speaker)Tellee(e, Harry)ToldThing(e, f)
Goer(f, Harry)Destination(f, x)
Two things to note:
It consists of two events, and
One of the participants, Harry, plays a role in both of the two events.
Semantic Analysis

21. 15.2 Attachments for a Fragment of English VPs: Infinite VPs
A way to represent the semantic attachment of the verb, tell
x, yze Isa(e, Telling)Teller(e, z)Tell(e, x)ToldThing(e,y)
Providing three semantic roles:
a person doing the telling,
a recipient of the telling, and
the proposition being conveyed
Problem:
Harry is not available when the Going event is created within the infinite verb phrase.
Semantic Analysis

22. 15.2 Attachments for a Fragment of English VPs: Infinite VPs
Solution:
VP  Verb NP VPto {Verb.sem(NP.sem, VPto.sem)}
VPto  to VP Verb NP {VP.sem}
Verb  tell {x, y z
e, y.variable Isa(e, Telling) Teller(e, z)Tellee(e,x)
ToldThing(e, y.variable)y(x)}
The -variable x plays the role of the Tellee of the telling and the argument to the semantics of the infinitive, which is now contained as a -expression in the variable y.
The expression y(x) represents a -reduction that inserts Harry into the Going event as the Goer.
The notation y.variable is analogous to the notation used for complex-terms variables, and gives us access to the event variable representing Going event within the infinitive’s meaning representation.
Semantic Analysis

23. 15.2 Attachments for a Fragment of English Prepositional Phrases
At an abstract level, PPs serve two functions:
They assert binary relations between their heads and the constituents to which they attached, and
They signal arguments to constituents that have an argument structure.
We will consider three places in the grammar where PP serve these roles:
Modifiers of NPs
Modifiers of VPs, and
Arguments to VPs
Semantic Analysis

24. 15.2 Attachments for a Fragment of English PP: Nominal Modifier
(15.14) A restaurant on Pearl
x Isa(x, Restaurant)On(x, Pearl)
NP  Det Nominal
Nominal  Nominal PP {z Nominal.sem(z)PP.sem(z)}
PP  P NP {P.sem(NP.sem)}
P  on {y x On(x,y)}
Semantic Analysis

25. 15.2 Attachments for a Fragment of English PP: VP Modifier
(Ex.) ate dinner in a hurry
VP  VP PP
The meaning representation of ate dinner
xe Isa(e, Eating)Eater(e, x)Eaten(e, Dinner)
The representation of the PP
x In(x, <h Hurry(h)>)
The correct representation of the modified VP should contain the conjunction of the two
With the Eating event variable filling the first argument slot of the In expression.
VP  VP PP {y VP.sem(y)PP.sem(VP.sem.variable)}
The result of application
ye Isa(e, Eating)Eater(e, y)Eaten(e, Dinner)In(e , <h Hurry(h)>)
Semantic Analysis

26. 15.3 Integrating Semantic Analysis into the Earley Parser

27. 15.4 Idioms and Compositionality
(15.16) Coupons are just the tip of the iceberg.
(15.17) The SEC’s allegations are only the tip of the iceberg.
(15.18) Coronary bypass surgery, hip replacement and intensive-care units are the tip of the iceberg.
NP  the tip of the iceberg {Beginning}
NP  TipNP of the IcebergNP {Beginning}
Handling idioms require at least the following changes to the general composition framework:
Allow the mixing of lexical items with traditional grammatical constituents.
Allow the creation of additional idiom-specific constituents needed to handle the correct range of productivity of the idioms.
Permit semantic attachments that introduce logical terms and predicates that are not related to any of the constituents of the rule.
Semantic Analysis

28. 15.5 Robust Semantic Analysis Information Extraction
The task of IE about
joint venture from business news,
understanding weather reports, or
summarizing simple information about what happened today on the stock market from a radio report,
do not require detailed understanding.
Tasks of IE are characterized by two properties:
The desire knowledge can be described by a relatively simple and fixed template, or frame, with slots that need to be filled in with material from the text, and
Only a small part of the information in the text is relevant for filling in this frame; the rest can be ignored.
Semantic Analysis

29. 15.5 Robust Semantic Analysis Information Extraction
Message Understanding Conference, MUC-5 (1993)
A US Government-organized IE conference
To extract information about international joint venture from business news
Sample article
Bridgestone Sports Co. said Friday it has set up a joint venture in Taiwan with
a local concern and a Japanese trading house to produce golf clubs to be shipped
to Japan.
The joint venture, Bridgestone Sports Taiwan Co., capitalized at 20 million new
Taiwan dollars, will start production in January 1990 with production of 20,000
iron and “metal wood” clubs a month.
The output of an IE system can be a single template with a certain number of slots filled in, or a more complex hierarchically related set of objects.
Semantic Analysis

30. 15.5 Robust Semantic Analysis Information Extraction
The templates produced by the FASTUS IE engine given
the previous input
Semantic Analysis

31. 15.5 Robust Semantic Analysis Information Extraction
Many IE systems are built around cascades of FSA, for example FASTUS.
Semantic Analysis

32. 15.5 Robust Semantic Analysis Information Extraction
After tokenization, in FASTUS, the second level recognizes
multiwords like, set up, and joint venture, and
names like Bridgestone Sports Co.
The name recognizer is a transducer, composed of a large set of specific mapping designed to handle
Locations,
Personal names, and
Names of organizations, companies, unions, performing groups, etc.
Typical rules
Performer-Org  (pre-location) Performer-Noun+ Perf-Org-Suffix
pre-location  locname | nationality
locname  city | region
Perf-Org-Suffix  orchestra, company
Performer-Noun  symphony, opera
nationality  Canadian, American, Mexican
city  San Francisco, London
San Francisco Symphony Orchestra
Canadian Opera Company
Semantic Analysis

33. 15.5 Robust Semantic Analysis Information Extraction
The output of stage 2
of the FASTUS basic
phrase extractor
Semantic Analysis

34. 15.5 Robust Semantic Analysis Information Extraction
The five partial templates
produced by Stage 5 of
the FASTUS system
Semantic Analysis

35. 15.5 Robust Semantic Analysis