: . . , . .
. . *, . . **
* , ,
** , ,
. , . : 15 - 17 , 5- : -; ; ; , , , 4 : , , . - . , .
: , , ().
. " , " [3, . 334]. - , , , - . , , - , , , , . , . . : " , , , , , , " [22, . 4].
: 1) ; 2) . - , , "" . , , . . ( ), [16]. . . ( ) [22]. . . , () [21]. . . [15].
|
|
, , ,
. 54
.
, , . . , .. , . . " . , ( ), . , , , , , , , ; 2 D " [5, . 224].
:
1. (. . [11], . . [10], . . [4] .), , , .
2. , (. . [13]; . . [3] .). .
3. () , . . 1934 ., , [5].
4. .
: , - .
|
|
: , .
:
1. 15 - 17 .
2. - .
: .
: - 15 - 17 .
:
1. .
2. - 15 - 17 .
3. 15 - 17 , .
4. - 15 - 17 .
5. .
: 11- 1- 15 17 (Me = 16). ( , ) 139 ., - 65 ., - 74 ., .
. 55
1.
. . | . . | ||
- : | |||
D | - | ||
- | |||
- | |||
- | |||
: | |||
- | |||
- | |||
, , , 13 . "13 - , " [25, . 169].
. . , 15 - 17 ( - 18 - 25 ), [2].
:
1. - : . (16 PF, ) [19], - . . ( ) [23], . . () [12], [6].
2. : - (. . ) [18], " ", " " (. . ) [17], " " (. ), (. . ) [18], " " (. . ) [18], . -- ( "", "", "", "") [27]. , . , , .
|
|
[18] . 1.
- () - , . - () -. " " - (). D " ", " ", " " . -- ( ).
( , : , , .).
. , , . , -
. 56
(), , . :
- , ;
- () ;
- : "... , (, ) , . " [26, . 7].
- : , /. , , , ; . "", "" , , , , . , . , : ; , [6]. , , , , - .
|
|
" 5.0" , , . , , , " , (" " " ")" [1, . 393]. .
. , . .
1. ( ) , , ( < 0.01), (, , ) ( ) , [24, . 203 - 204]. , , , .
2. (Principal components) Varimax. . , ().
. - . :
1. -means 4 ( ).
2. ( ) ( ).
. .
:
1. ( ).
. 57
2. , :
- (Classification Matrix);
- (Classification Functions).
( ).
:
- ;
- ;
- .
. ( , ). - "-".
|
|
( 52 ) , . , , . , . 5 ( - 67%), 15 - 17 (. . 2).
1, , , - ( . . -
2. 15 - 17
N / | , | (f) | |
- | 1) , | 0.800513 | |
2) , | 0.751682 | ||
3) , | 0.814624 | ||
4) , | 0.727461 | ||
Expl.Var | 5.433036 | ||
Prp.Totl | 0.129358 | ||
1) | 0.927447 | ||
2) | 0.900686 | ||
3) | 0.743439 | ||
Expl.Var | 3.503888 | ||
Prp.Totl | 0.083426 | ||
1) ( ) | 0.826247 | ||
2) ( ) | -0.728318 | ||
Expl.Var | 4.183728 | ||
Prp.Totl | 0.099613 | ||
1) | 0.763014 | ||
2) | 0.801959 | ||
Expl.Var | 3.381701 | ||
Prp.Totl | 0.080517 | ||
1) | 0.736268 | ||
2) | 0.785136 | ||
Expl.Var | 3.240547 | ||
Prp.Totl | 0.077156 |
. 58
. 1. , .
): 2, 3, 4 2, D, 5 - 1.
. . , ( ) 4 (), , .. 4 () 15 - 17 . - 18 ., - 51, -38, - 32 (. . 1).
"" , , , , .
15 - 17 .
"" (. 2) , , , , . : , , , ; , , ; " " , " " , - , , , , , , , , . , , , .
"" (. 3) , , . " " . "" ; , . , , , , -
. 59
. 2. 1- - "''
. 3. 2- - "''
. 4. 3- - ""
, , , .
"" (. 4) ( ), , , , . , .
. 60
. 5. 4- - "".
. . , , , , , . , , , , , . : , , , , , , , , , , , . - " ".
"" (. 5) : , , , . - , , , . "" , . D , , . , , . , , , . , , , , , , , , .
- , . 3, 4.
, "" . : (MD), - (), - (), - (G), - (), - (I), - (), - (), - (Q1), - (Q3). :
. 61
3. (Classification Matrix)
% | 1- | 2- | 3- | 4- | |
- . | |||||
1- | 66.6 | ||||
2- | 80.3 | ||||
3- | 64.8 | ||||
4- | 71.8 | ||||
72.5 |
"" = -119.768 + 2.401 MD + 4.831 + 1.527 + 2.003 G + 0.611 + 0.474 I + 7.819 + 3.455 + 3.907 Q1 + 4.445 Q3.
: 120 132 ;
"" = -106.280 + 2.405 MD + 4.218 + 2.026 + 1.822 G + 0.276 + 1.147 I + 7.101 + 3.054 + 3.418 Q1 + 4.355 Q3.
: 95 111;
"" = -100.042 + 1.814 MD + 3.972 + 1.508 + 2.196 G + 0.760 + 0.826 I + 6.704 + 3.078 + 3.967 Q1 + 3.815 Q3.
: 88 94; "" = -106.187 + 1.571 MD + 4.356 + 1.631 + 2.275 G + 0.294 + 1.280 I + 7.295 + 3.022 + 3.443 Q1 + 4.315 Q3.
: 114 120.
( , ). - "-".
, . 5 6.
4. , (Classification Functions)
1- | 2- | 3- | 4- | |
2.401 | 2.405 | 1.814 | 1.571 | |
- | 4.831 | 4.218 | 3.972 | 4.356 |
- | 1.527 | 2.026 | 1.508 | 1.631 |
- | 2.003 | 1.822 | 2.196 | 2.275 |
- | .611 | .276 | .760 | .294 |
- | .474 | 1.147 | .826 | 1.280 |
- | 7.819 | 7.101 | 6.704 | 7.295 |
- | 3.455 | 3.054 | 3.078 | 3.022 |
- | 3.907 | 3.418 | 3.967 | 3.443 |
- | 4.445 | 4.355 | 3.815 | 4.315 |
-119.768 | -106.280 | -100.042 | -106.187 |
. 62
5. (Classification Matrix)
% | |||
- . | |||
98.2 | |||
17.4 | |||
84.5 |
6. , (Classification Functions)
() | .03696 | -.00168 |
() | .03831 | .01992 |
-1.98157 | -2.19756 |
(17.4%), .
:
= -1.98157 + 0.03696 + 0.3831 .
( . . ). , , 9 . 6 , , "", " " "" .
, - , , , .
, . 7 8.
, .
:
" ":
= -65.4036 + 0.6563 - + + 2.2952 -1 0.0081 + 0.1050 + 3.2309 - 0.4796 () - 1.1061 () + 1.8803 () + 1.7041 ().
: 60; "":
= -77.2951 + 1.1528*- + + 2.9289*-1 - 0.0156* + 0.737* - 1.565* - 0.7193*() - 1.0155*() + 1.6142*() + 1.5624*().
: 82 100;
"":
= -62.8589 + 1.0572*- + 2.4409*-1 + 0.0241* + 0.743* + 0.7585* - 0.6411*() - 0.8636*() + 1.5499*() + 1.5062*().
7. (Classification Matrix)
% | |||||||
- . | |||||||
() | |||||||
() | |||||||
() | 72.9 | ||||||
() | 83.3 | ||||||
() | 66.6 | ||||||
() | 85.7 | ||||||
69.9 |
. 63
8. , (Classification Functions)
- 3- ( ) (-3) | .6563 | 1.1528 | 1.0572 | 1.0557 | .8738 | 1.131 |
- 1- ( ) (-1) | 2.2952 | 2.9289 | 2.4409 | 2.7195 | 2.4565 | 3.169 |
() | -.0081 | -.0156 | .0241 | -.0079 | .0266 | -.000 |
() | .1050 | .0737 | .0743 | .0870 | .1081 | .170 |
() ( ) | 3.2309 | -.1565 | .7585 | .8229 | 1.5356 | .357 |
- () ( ) | -.4796 | -.7193 | -.6411 | -.4761 | -.8543 | -3.011 |
- () ( ) | -1.1061 | -1.0155 | -.8636 | -.8636 | -1.2872 | -1.733 |
- () ( ) | 1.8803 | 1.6142 | 1.5499 | 1.8980 | 1.6545 | 4.376 |
- () ( ) | 1.7041 | 1.5624 | 1.5062 | 1.9308 | 2.3192 | 2.159 |
-65.4036 | -77.2951 | -62.8589 | -81.7800 | -67.3315 | -108.225 |
: 60 69;
" ":
= -81.7800 + 1.0557*-3 + 2.7195*-1 - 0.0079* + 0.870* + 0.8229* - 0.4761*() - 1.1836*() + 1.8980*() + 1.9308*().
: 121; " ":
= -67.3315 + 0.8738*-3 + 2.4565*-1 + 0.266*+ 0.1081* + 1.5356* - 0.8543*() - 1.2872*() + 1.6545*() + 2.3192*().
: 69 82; "":
= -108.225 + 1.131*-3 + 3.169*-1 - 0.000* +0.170* + 0.357* - 3.011*() - 1.733*() + 4.376*() + 2.159*().
: 100 121. .
. , , - . " " . . [18] . , , : - 187 ( , . . , 115 216 ). , , , , , ..
, "" . (r = -0.65; < 0.01). : , , , , , ; . , , "" - . , , ( "", -).
. 64
"" . , ( , , ..) (r = -0.54; < 0.01), (r = -0.43; < 0.01) (r = -0.45; < 0.01) , (r = -0.60; < 0.01).
1. 15 - 17 , : 1) "-" ; 2) " " ; 3) " " ; 4) " " ; 5) " " .
2. 15 - 17 ( ): "", "", "" "".
3. .
4. . - .
, " " " ".
5. . - , , , .
6. , : "-", " ", " " . -- ( "" "").
7. 15 - 17 , : , , , , - , , - .
1. . ., . . : . .: , 1998. 1022 .
2. . . // . 1957. N 5.
3. . . . .: - , 1968.
4. . . . .: , 1975.
5. . . / . . . . -, 1997.
6. . ., . . . 2- ., . . .: , 1988.
7. . . . , 1997.
8. . . // : II . -: , , . 1998. . 4. . 1. . 164 - 165.
9. . . // : . .: , 1999. . 34 - 40.
10. . . // . . 1982. . 3. N 3. . 3 - 14.
11. . . / . . . , . . . . . .: - " ". : "", 1996.
12. . ., . ., . ., . . . ., 1972.
13. . . . ., 1986.
14. . . : . .: , 2004.
. 65
15. . . . : +, 2002.
16. . . . .: , 1972.
17. . . : - . .: , 1980.
18. , : / . . . , . . . .: , 2000.
19. . : / . -. . . . : "", 1998.
20. : . . / . . . . . . .: , 1976.
21. : / . . . . .: , 2003.
22. . . . .: - , 1970.
23. . . - (): . .: , 1997.
24. . . . ., 1996.
25. . . . .: , 1977.
26. . : . . . . .: , 1972.
27. Mira E., Lopez G. Le psychodiagnostic myokinetiane. Paris, 1963.