94 lines
2.1 KiB
Prolog
94 lines
2.1 KiB
Prolog
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:- use_module(library(pfl)).
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/* base file for school database. Supposed to be called from school_*.yap */
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%
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% bayes is a parfactor for a bayesian network,
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% first argument is target of other arguments pop(K) <- abi(K)
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% second argument is the name of a predicate to call for \phi (CPT)
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% last argument is a list of goals defining the constraints over the elements
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% of the
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%
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%
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% these states that skolem variables abi(K) are in a parametric factor with
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% with \phi defined by abi_table(X) and whose domain and constraints
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% is obtained from professor/1.
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%
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bayes abi(K)::[h,m,l] ; abi_table ; [professor(K)].
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bayes pop(K)::[h,m,l], abi(K) ; pop_table ; [professor(K)].
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bayes diff(C) :: [h,m,l] ; diff_table ; [course(C,_)].
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bayes int(S) :: [h,m,l] ; int_table ; [student(S)].
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bayes grade(C,S)::[a,b,c,d], int(S), diff(C) ; grade_table ; [registration(_,C,S)].
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bayes satisfaction(C,S)::[h,m,l], abi(P), grade(C,S) ; sat_table ; [reg_satisfaction(C,S,P)].
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bayes rat(C) :: [h,m,l], agg(Sats) ; avg ; [course_rat(C, Sats)].
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bayes rank(S) :: [a,b,c,d], agg(Grades) ; avg ; [student_ranking(S,Grades)].
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grade(Key, Grade) :-
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registration(Key, CKey, SKey),
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grade(CKey, SKey, Grade).
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reg_satisfaction(CKey, SKey, PKey) :-
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registration(_Key, CKey, SKey),
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course(CKey, PKey).
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course_rat(CKey, Sats) :-
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course(CKey, _),
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setof(satisfaction(CKey,SKey,PKey),
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reg_satisfaction(CKey, SKey, PKey),
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Sats).
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student_ranking(SKey, Grades) :-
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student(SKey),
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setof(grade(CKey,SKey), RKey^registration(RKey,CKey,SKey), Grades).
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:- ensure_loaded(tables).
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% convert to longer names
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professor_ability(P,A) :- abi(P, A).
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professor_popularity(P,A) :- pop(P, A).
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registration_grade(R,A) :-
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registration(R,C,S),
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grade(C,S,A).
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registration_satisfaction(R,A) :-
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registration(R,C,S),
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satisfaction(C,S,A).
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student_intelligence(P,A) :- int(P, A).
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course_difficulty(P,A) :- diff(P, A).
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registration_course(R,C) :-
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registration(R, C, _).
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registration_student(R,S) :-
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registration(R, _, S).
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course_rating(C,X) :- rat(C,X).
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%
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% evidence
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%
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%abi(p0, h).
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%pop(p1, m).
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%pop(p2, h).
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% Query
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% ?- abi(p0, X).
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