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2007/05/19                               1



             —                       —



                 Hilofumi Yamamoto




                   May 19th 2007
2007/05/19             2




•




•
•


•                    ...
    (      , 1996)
2007/05/19            3




             octpus
2007/05/19                4




             -
                 octpus
2007/05/19                    5




             -            
                 octpus
2007/05/19                                          6




             -            
                 octpus



                          (Crystal, 1984: 18)
                                  (Stubb, 2001: 198)
                                (intertextuality)
2007/05/19                                        7




• favorable/unfavorable, bright/dark, .... (Osgood)
    SD
•                           Quillian)


•                           Wittgenstein, Rieger
    Meaning is use. (e.g.                   )
•
    (Lyons 1981)
2007/05/19                          8




•
    (Crystal, 1984)
•
            (Stede 1999)
•
    (Voloshinov, 1973)


                      (Goddard, 1998)
2007/05/19         9




•
•
•                ...
2007/05/19                                           10



Schramn

                10 @$5*        20 @$5*
                7P83Ln    @lLg2H$N7P83Ln




   R = CT − OP


                                             20 @$5*
                                           0lHLFIT$N
                                             7P83Ln
2007/05/19                              11



                     :
                 298—         (1982)


— —— — — — — — — —
(                 )


— — — — — — —               — —
(            )              (   )


             [ ]     — —    — — — —
             ( ) (      )   (       )
2007/05/19   12
2007/05/19             13




1.
2.                idf
     →
3.                      →
4.
5.
6.                  (cw)
7. cw
2007/05/19       14




Reality




                ↓
Abstraction
2007/05/19                       15




Reality




                       ↓
Abstraction
                       hit
                John         Mary
2007/05/19                                             16




Reality




                                              ↓
Abstraction
                                             hit
                                      John         Mary
                                let

          Elaboration   Sally
2007/05/19   17
2007/05/19                                                            18




             w(t, d) = (1 + log tf (t, d)) idf (t)

                                                √
cw(t1 , t2 , d) = (1 + log ctf (t1 , t2 , d))   idf (t1 ) idf (t2 )


                                    N
                     idf (t) = log
                                   df (t)
2007/05/19                                      19
 Inverse Document Frequency
                Sp¨rck Jones (1972)
                  a

                                N
                 idf (t) = log
                               df (t)


                                N
             idf (iru) = log              (1)
                             df (iru)
                             10000
                       = log              (2)
                              4383
                       = log 2.281542..   (3)
                      = 0.824614..        (4)
2007/05/19                                          20
 Inverse Document Frequency
                  Sp¨rck Jones (1972)
                    a

                                  N
                   idf (t) = log
                                 df (t)


                                     N
             idf (uguisu) = log               (5)
                                df (uguisu)
                                10000
                          = log               (6)
                                 239
                          = log 41.841..      (7)
                          = 3.733877..        (8)
2007/05/19                                                  21




                                       800
                                                                                    warbler
                                                                                    cuckoo
the number of co-occurrence patterns

                                       700                                            plum
                                                                                     cherry
                                       600

                                       500

                                       400

                                       300

                                       200

                                       100

                                         0
                                                2   4            6           8         10     12
                                                        co-occurrence weight (cw)
2007/05/19                                                  22




                                        25000
                                                                                    warbler
                                                                                    cuckoo
the number of co-occurrence patterns


                                                                                      plum
                                        20000                                        cherry



                                        15000



                                        10000



                                         5000



                                            0
                                                    5          10             15              20
                                                        co-occurrence weight (cw)
2007/05/19                                         23
                    high cw

         KEY CT BG-01-5620-02-130   23 229 3.73
        cw ctf t1         idf  tf t2      idf      tf
 1    19.18   9          8.52 10         4.23       9
 2    18.71 56           3.71 56         3.73     229
 3    18.62 10           3.73 229        8.52      10
 4    18.17 35           3.73 229        4.26      35
 5    17.98 145          3.73 229        2.42     152
 6    17.72   6          5.99 10         6.72       6
 7    17.32 88           2.68 88         3.73     229
 8    17.00 62           2.94 62         3.73     229
 9    16.80 10           5.66 10         4.58      10
10    16.59 10           8.52 10         2.96      11
2007/05/19                                          24
                     low cw

        KEY CT BG-01-5620-02-130   23 229 3.73
         cw ctf t1        idf   tf t2     idf    tf
10962   1.56  1          1.33   50       1.83    35
10963   1.55  1          1.67   11       1.44    43
10964   1.53  1          2.07    8       1.13    75
10965   1.52  1          1.33   50       1.75    21
10966   1.49  1          1.67   11       1.33    50
10967   1.48  1          2.56    9       0.86    33
10968   1.48  1          1.31   44       1.67    11
10969   1.37  1          1.13   75       1.67    11
10970   1.33  1          0.86   33       2.07    11
10971   1.20  1          1.67   11       0.86    33
2007/05/19                           25



 Graphviz (Kamada-Kawai algorithm)
2007/05/19   26
2007/05/19                             27



                 OP( )         CT( )




             OP OP ∩ CT   CT
2007/05/19   28
2007/05/19   29
2007/05/19   30
2007/05/19   31
Goiken2007slide
Goiken2007slide
Goiken2007slide
Goiken2007slide

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Goiken2007slide

  • 1. 2007/05/19 1 — — Hilofumi Yamamoto May 19th 2007
  • 2. 2007/05/19 2 • • • • ... ( , 1996)
  • 3. 2007/05/19 3 octpus
  • 4. 2007/05/19 4 - octpus
  • 5. 2007/05/19 5 - octpus
  • 6. 2007/05/19 6 - octpus (Crystal, 1984: 18) (Stubb, 2001: 198) (intertextuality)
  • 7. 2007/05/19 7 • favorable/unfavorable, bright/dark, .... (Osgood) SD • Quillian) • Wittgenstein, Rieger Meaning is use. (e.g. ) • (Lyons 1981)
  • 8. 2007/05/19 8 • (Crystal, 1984) • (Stede 1999) • (Voloshinov, 1973) (Goddard, 1998)
  • 9. 2007/05/19 9 • • • ...
  • 10. 2007/05/19 10 Schramn 10 @$5* 20 @$5* 7P83Ln @lLg2H$N7P83Ln R = CT − OP 20 @$5* 0lHLFIT$N 7P83Ln
  • 11. 2007/05/19 11 : 298— (1982) — —— — — — — — — — ( ) — — — — — — — — — ( ) ( ) [ ] — — — — — — ( ) ( ) ( )
  • 13. 2007/05/19 13 1. 2. idf → 3. → 4. 5. 6. (cw) 7. cw
  • 14. 2007/05/19 14 Reality ↓ Abstraction
  • 15. 2007/05/19 15 Reality ↓ Abstraction hit John Mary
  • 16. 2007/05/19 16 Reality ↓ Abstraction hit John Mary let Elaboration Sally
  • 18. 2007/05/19 18 w(t, d) = (1 + log tf (t, d)) idf (t) √ cw(t1 , t2 , d) = (1 + log ctf (t1 , t2 , d)) idf (t1 ) idf (t2 ) N idf (t) = log df (t)
  • 19. 2007/05/19 19 Inverse Document Frequency Sp¨rck Jones (1972) a N idf (t) = log df (t) N idf (iru) = log (1) df (iru) 10000 = log (2) 4383 = log 2.281542.. (3) = 0.824614.. (4)
  • 20. 2007/05/19 20 Inverse Document Frequency Sp¨rck Jones (1972) a N idf (t) = log df (t) N idf (uguisu) = log (5) df (uguisu) 10000 = log (6) 239 = log 41.841.. (7) = 3.733877.. (8)
  • 21. 2007/05/19 21 800 warbler cuckoo the number of co-occurrence patterns 700 plum cherry 600 500 400 300 200 100 0 2 4 6 8 10 12 co-occurrence weight (cw)
  • 22. 2007/05/19 22 25000 warbler cuckoo the number of co-occurrence patterns plum 20000 cherry 15000 10000 5000 0 5 10 15 20 co-occurrence weight (cw)
  • 23. 2007/05/19 23 high cw KEY CT BG-01-5620-02-130 23 229 3.73 cw ctf t1 idf tf t2 idf tf 1 19.18 9 8.52 10 4.23 9 2 18.71 56 3.71 56 3.73 229 3 18.62 10 3.73 229 8.52 10 4 18.17 35 3.73 229 4.26 35 5 17.98 145 3.73 229 2.42 152 6 17.72 6 5.99 10 6.72 6 7 17.32 88 2.68 88 3.73 229 8 17.00 62 2.94 62 3.73 229 9 16.80 10 5.66 10 4.58 10 10 16.59 10 8.52 10 2.96 11
  • 24. 2007/05/19 24 low cw KEY CT BG-01-5620-02-130 23 229 3.73 cw ctf t1 idf tf t2 idf tf 10962 1.56 1 1.33 50 1.83 35 10963 1.55 1 1.67 11 1.44 43 10964 1.53 1 2.07 8 1.13 75 10965 1.52 1 1.33 50 1.75 21 10966 1.49 1 1.67 11 1.33 50 10967 1.48 1 2.56 9 0.86 33 10968 1.48 1 1.31 44 1.67 11 10969 1.37 1 1.13 75 1.67 11 10970 1.33 1 0.86 33 2.07 11 10971 1.20 1 1.67 11 0.86 33
  • 25. 2007/05/19 25 Graphviz (Kamada-Kawai algorithm)
  • 27. 2007/05/19 27 OP( ) CT( ) OP OP ∩ CT CT