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1 ( )

2

3 i A

4 [1][2] 1 1

5 [3] [4] [5] [6] [4] [5] [6] [7] [8] 2

6 3

7 4 [1]

8 Name EyeSize Location EyeShape Size EyebrowSlant Direction EyebrowShape FaceDirection MouthSize MouthShape Location Size Direction FaceDirection Location Size (x,y,z) (width,depth,height) Direction FaceDirection (r,,) r=1 x-y [1] EyeSizeEyeShape EyebrowSlantEyebrowShapeMouthShape EyeSizeEyeShapeEyebrowSlant EyebrowShapeMouthShape [1] 5

9 6 LocationDirectionFaceDirection [0,1] [1] MAN CAR weight weight [0,1] Name

10 [7] i i j k j p d k ij, p ) j ( j a 1 : d k ij, p ) = 0.75 ( j 0 : : b d( k, p ) = sup( µ ( x) ( x)) ij j k ij µ p j x X ij µ k ij µ p j x ii i k p ) Sim( k i, p n j= 1 i d( k j= ij, p j ) w 1 j Sim( ki, p) = n w j n w j weight iii 0.75 j iv weight ii 0.4 weight 0.1 7

11 8 v

12 9 [1] Location FaceDirection Volume Name

13 [2] Location(x) Location(y) Location(z) Volume Distance FaceDirection() Direction(1) FaceDirection() Direction(1) 10

14 OBJ LocationDirectionFaceDirection LOC DIR CHANGE UNCHANGE value Behavior VERB OBJ2 Behavior 11

15 Existence Absence $OBJ $OBJ $OBJ Location $OBJ, $LOC $OBJ $OBJ Volume $OBJ, value $OBJ Direction $OBJ, $DIR $OBJ FaceDirection $OBJ, $DIR $OBJ Hapiness $OBJ, value $OBJ Sadness $OBJ, value $OBJ Surprise $OBJ, value $OBJ Fear $OBJ, value $OBJ Anger $OBJ, value $OBJ Disgust $OBJ, value $OBJ Behavior $OBJ1, $VERB, $OBJ2 $OBJ1 Distance $OBJ1, $OBJ2, value $OBJ1 $OBJ2 Discern $OBJ1, $OBJ2, value $OBJ1 $OBJ2 DESCRIPTIONCONDITION RESULT DESCRIPTION CONDITION RESULT CONDITION RESULT weight 12

16 i v icondition i CONDITION c i p1 Sim ( c, p1) CONDITION CON i Sim CON n sim( c j= ij, p1 j ) w 1 c j ( ci, p1) = n w j= 1 c j n CONDITION w CONDITION j cij i CONDITION j c j p1 j sim c ij, p1 ) j ( j m sim( c, p1 ) = s( c, p1 ) ij j k = 1 ijk jk m c i CONDITION j k p1 c j k jk ij s( c ijk, p1 jk ) c ijk p1 jk ijk 13

17 1 s( c ijk, p1 jk ) = s( c, p1 ) = sup( µ ( x) 1 ( x)) ijk jk c ijk µ p x X jk µ c ijk µ p1 jk CONDITION x iiresult i RESULT r p2 Sim ( r, p2) RES i Sim RES n sim( r j= ij, p2 j ) w 1 rj ( ri, p2) = n w j= 1 rj n RESULT w RESULT j r j rij i RESULT j p2 j j i iii i Sim( c, p1, r, p2) i i Sim( ci, p1, ri, p2) = min( SimCON ( ci, p1), Sim RES ( ri, p2)) CONDITION RESULT min iv iii 0.75 DESCRIPTION 14

18 v 15

19 a b 12

20 17

21 A A DESCRIPTION DESCRIPTION Agent Object BodyState 18

22 S, S Position L, L description agent object S ( objcet, L) S ( object, L ) 1 a b ab ab 19

23 ( object, L 1 1) ( object, L 2 2 ) object 1 = object 2 L 1 = L 2 object, ) object, ) ( L 1 1 ( L 2 2 (, )(, ) 0.4 (, )(, ) 1.0 (, )(, )

24 object 1 objec t 1 object 2 objec t 2 object, ) object, ) objec t, L ) 1 objec t, L 2 ) ( L 1 1 ( L 2 2 ( 1 ( 2 object, ) object, ) ( L 1 1 ( L 2 2 n sim( Ki ) i= 1 = n ( n > 0) 1.0 n = 0 Ki sim( Ki ) K i n object, ) object, ) n = 0 ( L 1 1 ( L ab a object, ) b object, ) ( L 2 2 ( L 1 1 ab object, ) object, ) object, ) ( L 1 1 ( L 2 2 ( L 1 1 ( object, L 2 2 ) K sim(k) 0.1 sim( K) = sim( K)

25 ( 1 object 1, L ) object, L 2 ) ( 2 22

26 23

27 i iv i ii AD 24

28 No.No. No.No. No. 25

29 26 No.No. No.No.

30 27 iii

31 iv AD AD A 28

32 29 BD B B D D

33 AD [1] No.3 No.4 3 AD A B C A B A B C D 30

34 A B C 31

35 D AD A A B C D AD 32

36 AD AD A AD A B C D AD A 33

37 34 A B C D

38 D 2 2 D B C D 35

39 36 B C D

40 37

41 38

42 [1] 1999 [2], :,, Vol.J84-D-No.2, pp , [3] Vol.6No.5pp [4] K. KuriyamaT. Terano and M. NumaoStory Composition Support by IGA and CBRProc.of the Third Asian Fuzzy System SymposiumMasanKorea pp [5] pp [6] 2001 [7] : Vol. 11,No. 1,pp ,1996 [8]Marc Cavazza, Fred Charles, and Steven Mead: Characters in Search of an Author: AI-Based Virtual Storytelling, proceedings of the International conference on Virtual Storytelling

43 40 A A.1 A

44 41 A.1 A B

45 42 A.1 B C

46 43 A.1 D

47 D A.1 44

44 4 I (1) ( ) (10 15 ) ( 17 ) ( 3 1 ) (2)

44 4 I (1) ( ) (10 15 ) ( 17 ) ( 3 1 ) (2) (1) I 44 II 45 III 47 IV 52 44 4 I (1) ( ) 1945 8 9 (10 15 ) ( 17 ) ( 3 1 ) (2) 45 II 1 (3) 511 ( 451 1 ) ( ) 365 1 2 512 1 2 365 1 2 363 2 ( ) 3 ( ) ( 451 2 ( 314 1 ) ( 339 1 4 ) 337 2 3 ) 363 (4) 46

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