spss categories 11.0_meulman

Upload: hectonik-mullo

Post on 07-Mar-2016

225 views

Category:

Documents


0 download

DESCRIPTION

ANALISIS MULTIVARIANTE CON SPSS

TRANSCRIPT

  • SPSS Categoras 11.0Jacqueline J. MeulmanWillem J. HeiserSPSS Inc.

  • !""#$%&'('(')'*"++,,-$./"0'1")(((#2/"0'1")''3

    4$$$+$$$52/$4$$$$$0$$4$$

    +$6#-78+4$!+8+%96&:-7!6 $ $ $ ; !""#$%&'('(')'*"++,,

    7$+$$$5$4

    -$& ?:%$5&+7!-66&@"AA"B(((&+7!-$-6!6&6!+8+%968++8C7!6&+7!&+7!-66&4&+7!C+$&+7!-$$

  • ""(FI$4$$$&%D

  • H :

  • -.$$$9$$2$$$$5$$$ 4 D $ $ $ $ $ $$ $ J $. 3(()A*=)==(( $D9$$$$$3(()3)*"A+%$$$3(()1'=)3(($5D$9$$

    92 $ H $ $ $ +D $ $ ! 7

    ! $ !""#$%&'('(')'*"++,,

    +$&$5 $4

  • $$ 9 KF$ :$ ; G 4 ;$$"AA(KF$:$4H$ $ $ $$ $ $ $ $4$$$77L

  • %$$++,,-$""'1"(((???>

    "3((1""=

    "3((1*"31$N"3((1*''(=

    ""'1"*"(N

    -$"=(1='===???

    -$O1*""*3"*1((???

    -$O'1*1A""(???

    -$O'"AA1*1''(???

    -$O"'"=(=(???

    -$O""3'1"===???

    -$O11""11(1'**???

    !"#$%

    -$O*(*3"3A???5

    &'

    -$O*1*1*'(((???

    (

    -$O13A1*3("???

    !

    -$O("111=((2(???

    -$O*A3A*3A(=*(???

    )

    -$O("=1"A1>=1"A1(???

    )

    -$O*A"**==((???

    )*-$O313""A''???

    -$OA"3(1('(???

    -$O1"*A'A((=???

    -$OA=1=A1(???

    -$OA1"11=???

    +

    -$O3"1*''11""???

    *

    -$O1*1=='>???

    **$$,

    -$O3**'='1"???

    -$O""'1"1A???

    -%

    -$O'(=3='*==???

    - $-$O11'33='3???

    .-$O*=AA11(???

    -$O*3"''A'3(???$

    !

    -$O=(A1"1(('A???

    /0

    -$O*""''A((???

    -$O*'31('"(1'3???

    12

    -$O'1*'('"???

    3

    -$O=""3(="3A???

    453$

    -8$%-$O33'1==""((????>>

    142$,-$O'''(=(=(O'''(=(3(???

    !6

    -$O**"*3="A((???

  • ! !

    !!" #

    $ %

    !! &

    '! (

    '

    '

    ')!

    * #

    + ,

    ! ,

    -! .

    ! %

    " # $%& !'/0!!

    /!!

    / '1*

    !!

    +!! #

    2!! ,

    !! .

    !!3 %

    !!3! &

    4 '1* &

  • ( )#& (!/0'!

    '1/ '

    / '1/ ' ,

    ! .

    +! %

    !"! (

    00$!

    !

    !

    !

    2! #

    4 '1/ ' .

    * )#+,$ -& *'/0 #

    !2+*'5 #

    /!2+*'5 #

    !2+*'5 #

    /!2+*'5 ##

    '32 ##

    42+*'5 #.

    . ) .'/0 ,

    !' ,

    /!' ,

    !' ,

    /!' ,

    '3- ,#

    '3*" ,.

    '3 ,%

    4 2*/2* * ,&

  • / )0#1+2-& 3!/0)! .

    !')! .

    /!')! .

    ')!32 .#

    462-'5 .,

    3 $# +4-& 33/0 .%

    /78 .&

    /7 %(

    /7 %

    7 %

    !- %

    %#

    *3 %.

    *32 %%

    *39+ %&

    *39+ &

    *3 &

    4/2: '5 &

    5 $6 '.*73

    '5!' &,

    ' !!' &%

    *732 (.

    !!+0 (%

    11 (&

    2); #

    *1 ,

  • ' 7$6 !"!*73

  • *73/ ? %#

    / %,

    %,

    0 %.

    / %&

    &

    *734!-!0= &

    =

    !" 177$6 !'3*73 )6= &%

    - &&

    20$ ((

    - (

    !; (

    '-5>20$ (#

    22 (%

    !( 2$6 "!!*73'*7A)1

    )!)0

    '1)B

    '1)B=)1 &

    76 ""(

    !

    "

  • #

    $%

    9: ("3

    ; ((!

    ;6 ((3

  • !

    &%D$5$$$5$ F D$ $ $5 $ DPQ"+ D$ $F $$F

  • &'()!

    ==

    & $ 4 $ !

  • *&)+',-,+,,+&)&-,*'-'&&&+&,.*+,

    R +$$ $F $$$ D.F$D&

  • / &'()!

    6

  • *&)+',-,+,,+&)&-,*'-'&&&+&,.*+,

    7F 96:7& $ $ $ $# ""$$5$$$$F$$/4F0$D%$F$$$$%D,$$$$D$$F$$$$$5$$$D$4$5$DF$

    :

    94F$$4F$F $$ $ $ $ + $-$ "$

    !>" $?

    9:

    $7 $ &

    " " 1 "

    ' 1

    = =

    A !>! %)#&

    /*

  • &'()!

    7$%DFF$$$5&$F$+$$DD"+$$D2$$+$$#D$S$$D

  • *&)+',-,+,,+&)&-,*'-'&&&+&,.*+,

    & F $ . F$$$$D&-$ "F

    &$.$$D & $5 $ $ $ . $$FD5$

  • &'()!

    &.$/7$7$7$$47$$$$0$$$$$+F$ $$ $$ /

    0+$$FDD$F54$

  • *&)+',-,+,,+&)&-,*'-'&&&+&,.*+,

    & $5 8 $

  • !% &'()!

    )

    &$5$7$$2$

  • *&)+',-,+,,+&)&-,*'-'&&&+&,.*+, !!

    )

    +$ $ $ $$ 4 $

    $

    +$

  • ! &'()!

    +$ $ $ $ $

  • *&)+',-,+,,+&)&-,*'-'&&&+&,.*+, !

    :>+$$$$$4$.$

    #

  • !/ &'()!

    )0

    +$$ $ $F $

  • *&)+',-,+,,+&)&-,*'-'&&&+&,.*+, !

    ,$55$$$$$D$$$$$4$$ $$ % $ $ 4$FD$$.$$$FF.

  • ! &'()!

    ,=)

    - $ $ F $$ $$ $ $ $ J $ $$ $ $

  • *&)+',-,+,,+&)&-,*'-'&&&+&,.*+, !

    2

    JJ$$$$5$$$D$++$2$$+$# "15F

    A !>( )*

  • ! &'()!

    +$ .$$$$5$$# "1$$$$$$!$J;$D$+! $ 5 2 $ $ '( $ J /$ $) * $ 4$$5$$D0

    )

    &$$+$$F$"$$ F $ $ $ $ $ I $ $D$&$$$$

    A !>. 2=?

  • !

    # $%&

    & $ $ $ . $ D . $$$$&.$%7-8+;$$.$/0

    +$$$$$5$$$$/$04 $ $ /$ 0 & $ $$/$0$%$$$4$ .

  • % &'()

    Estadsticos y grficos.#$7H6C7$ D $

    $ 4

    Datos.%7-8+;

  • ,.,+*&,.*&01 !

    E +$

  • &'()

    $ $ $ $ $ $ $D /$0 7$$$$$

    Nivel de escalamiento ptimo.-.$$$$$

    R LneaSp ordinal. +$$D$$$$$&D/0 F $ & $ $

    $$&$J$4$$J

    R LneaSp nominal. &J$$F$$$$$

  • ,.,+*&,.*&01

    $%

    E $$$$$$$8

    E $

    A ">" ) C

  • / &'()

    A ">( ) C

  • ,.,+*&,.*&01

    ,

    +$ $ C$ $ $ $

    $$$$$4$$

    A ">* ) C,

    Estrategia.$ $$ /02$ $

  • &'()

    +

    +$$6$$$$$ $ 4 $ $

  • ,.,+*&,.*&01

    +$$8$$$DF$$

    A ">/ ) C

    Tablas. ;$R R mltiple. $4 % % 4 % $

    $

    R Coeficientes.+$$F$4D$$4S$$$D$$$$$S4$$$$ 4 $ $ $

    $4$$4.$

    R Historial de iteraciones. $4 $ $ $ $$

    $J$$4$$+$$

    J$$$

    R Correlaciones de las variables originales. 7 5 F $$$$

    R Correlaciones de las variables transformadas.75F$$$$

  • &'()

    R ANOVA. +$4$$4$$4+7$7H6C7$$$44$$$$$

    Cuantificaciones de categoras. 7 $ F $ $

    $$$

    Estadsticos descriptivos. 7 $ F $ $ $4$$$$

    C%

    +$$;$$$

  • ,.,+*&,.*&01

    C)

    +$$;$$F

    4

    A ">5 ) C%)

    Grficos de transformacin. $ $ $ D $ $ D $&D D $

  • !

    )#&

    +$$$$5F $ $ $ +$ $ $ . $ %7-%7 $ $. %7-$$%7$4

    +$

  • &'()

    Estadsticos y grficos.#$$$

    52$$$$

    $ $ 4 $ S $ $$$4D$$$$4$$ $ 5 $ $ $ $ $ 4 $$ $ 5 $

  • 2)++,-',,+''&),+&,.*01

    )

    E +$

  • / &'()

    A (>" )

    E $$$$4F$J$$

    E $'

    $ $ $ F

  • 2)++,-',,+''&),+&,.*01

    R LneaSp ordinal. +$$D$$$$$&D/0 F $ & $ $

    $$&$J$4$$J

    R LneaSp nominal. &J$$F$$$$$

  • &'()

    7

    E $ $ $ $ C$ $ $ $%$

    E $

    A (>( )C

  • 2)++,-',,+''&),+&,.*01

  • &'()

    Agrupacin.$$$5$

    R Nmero de categoras.+FJD4$$$$ 2 $ D

    R Intervalos iguales.&$$D$$I$$$$

    ,

    +$ $ C$ $ $ $

    $$$$$4$$

    A (>. )C,

  • 2)++,-',,+''&),+&,.*01

    Estrategia. $ 2$ $ $ / 0 $$/02$

  • /% &'()

    %):

    +$$;D $ 4$$$F$

    A (>/ )C%):

    Grficos de categoras.$$$ 4 $ $ $ $ $$ J$$ $ D $ $

  • 2)++,-',,+''&),+&,.*01 /!

    Proyectar los centroides de. $ $ 4 4 $$$&$$$$J$$$$47$$$$$4

    %)7

    +$$;$43 )C%)7

    Puntos de objetos.$

  • / &'()

    Variables para grficos biespaciales y triespaciales.$5$$$$4$$

  • 2)++,-',,+''&),+&,.*01 /

    +$$8$$$$' )C

    Puntuaciones de los objetos. : $ $

  • // &'()

    Correlaciones de variables originales. : $ 5 $ $$$4$$5

    Correlaciones de variables transformadas.:$5$ $$ / $ 0 4 $ $

    5

    Varianza explicada.:$52$$$ $ 4 $ / 4 0$4

    Cuantificaciones de categoras.: $ $ D 4 $$$$

    Estadsticos descriptivos.:$$J$4$

    $$$

    %

    +$ $ ; I $ $ $

  • 2)++,-',,+''&),+&,.*01 /

    Guardar en un archivo externo.;$$2+F$$$')C%

    +

    +$ $ $ $ $ $ 4 $ . $5 $ $ . F $ 4 !! )C+

    Objetos suplementarios.+F$J$

  • / &'()

    Mtodo de normalizacin. $ $5$

  • 2)++,-',,+''&),+&,.*01 /

    A

    $5$$$$$24$2$ '1/ '$+$$

  • /

    )

    #+,$ -&

    +$$$ $$ $ $$$+$$$$

  • % &'()/

    Datos.,$ $$ /$ $$ $0 5 $ $ $ 5 $ " $ & $ $ $. 5 $$ $ $ $ . $ $$$4J$"&$$$

    Supuestos.&$$

  • 2)++,,)&*&*&),&)0"1 !

    )

    E +$

  • &'()/

    A *>" ))#+,$ -&

    E !$

  • 2)++,,)&*&*&),&)0"1

    R +F $ J F $ $ + $$$JF2$$4$$$$4

    $$$

  • / &'()/

    7+,$ -

    E + $ $6C+87& $ $ $ $ $

    E $!

    A *>( )+,$ -C

  • 2)++,,)&*&*&),&)0"1

    +,$ -

    E $$+F$* )+,$ -C

  • &'()/

    A *>. )+,$ -C+

    Mostrar. & D $ $4 $ $ /$0 $ $ $ $ 4 $$$$D$

  • 2)++,,)&*&*&),&)0"1

    A+,$ -

    $5 $ $ $ $$ $$ 24 $2$2+*'5$+$$

  • )

    , $

  • % &'()

    Datos&$F$5$$$$$$$$$!

    $$$$2$$$

    Supuestos+$2J$5$$JD$4$4$J$$5 $4 $D $$2 $ $JD $$D

  • 2)++,,+',&+ !

    )

    E +$! ))

    E $$$

    E $$$

    E !$$$

    E $'

  • &'()

    $$$4$D $ $$ D $ $FD$$

    R Las categoras deben ser iguales. & $ D $,$$$$$D $ $ +$2 J D$FF$$J$D$",$$2$

  • 2)++,,+',&+

    E $'

    E $

    $$$D$$$4$D$DF $ $ $ D $ $ D' 4 $5!" 5!"0!G$$$

    D$

  • / &'()

    )

    E $$$$$$7$

    E $!

    A .>( ))C

  • 2)++,,+',&+

    )C2

    +$$:$$$$.54$.$5

    A .>* ))C2

    Dimensiones en la solucin. +F $ J + $$$JF2$$4$+$2J$JD$5$$4$$+$2J$

    R $JD$$JD$$$J

  • &'()

    Medida de distancia.$$$$4$$$$$

    R Chi-cuadrado. ,$5 $ $ $$$$$$+$$D

    R Eucldea.,$5$D5$$$$$4$$

    Mtodo de estandarizacin. $$R Se eliminan las medias de filas y columnas.$$4$$+

    .$$D

    R Se eliminan las medias de filas. $$$R Se eliminan las medias de columnas.$$$R Se igualan los totales de fila y se eliminan las medias.7$$

    $$$

    R Se igualan los totales de columna y se eliminan las medias. 7 $$$$$

    Mtodo de normalizacin.$$R Simtrico. $$$

    $ $ $ $ 4 $ $ $ $ $$$,$.2$$$D$$

    R Principal & $ $ 4 $ $ 2$$$$

    $ ,$ . 2 $ $ D $ $ $$$

    R Principal por fila.&$$2$ $ $ $$&$$$$,$.2$$$D$$$

    R Principal por columna. & $ $ 2$$$$

    $ & $ $ $ $,$ . 2 $$$D$$$

  • 2)++,,+',&+

    R Personalizado.!$B"4"+$$B"$ $ +$ $ " $ $ +$ $ ( . - $ $ $ $$4 $ +.J$$

    )C$:

    +$ $ +D $ $ .

    A .>. ))C$:

    Tabla de correspondencias.+$$$$$$$$4$

    Inspeccin de los puntos de fila.D$$$$$$$4$$$$

    Inspeccin de los puntos de columna. D $ $ $ $ $ $ $ 4 $$$$

    Perfiles de fila.D$$.$D$$$

    Perfiles de col.D$$.$D$$$

  • &'()

    Permutaciones de la tabla de correspondencias. & $ 5$F$$4$$.$$$$J $2$F $ $ $ " $ J

    Estadsticos de confianza para puntos de fila. $4 $ D 4 $$$$$

    Estadsticos de confianza para puntos de columna. $4$D4$$$$$

    )C%)

    +$$;F.

    A .>/ ))C%)

    Diagramas de dispersin.5$

  • 2)++,,+',&+

    $$JF$F$5$F$+$$F(

    Grfico de lneas.$$$&$D$$4

    R Categoras de fila transformadas.$$$$D$$$

    R Categoras de columna transformadas.$$$ $ D $ $ $

    $$JF$F$5 $ F $

  • !

    )0#1+2-&

    +$$$/0$$$.$/$

  • &'()

    Datos. - $ $ /$ $ $0,$ $ D 5 $ $ $5$"$

    Supuestos.- $ $ $ $ DF/$J$$0+$$$$5

  • 2)++,3-.,,&01

    E + $ $ +$ $ 1 0 E

    E $F$

    E $

    A />" ))0#1+2-&

    E $$

    E !$$$

    E $'

    $$$

    R $$F$ $

  • / &'()

    R +F $ J F $ $ + $$$JF2$$4$$$$4

    $$$

  • 2)++,3-.,,&01

    )0C+

    +$$6$4D$ $

  • &'()

    A1+2-

    $5$$$$24$2$62-'5$+$$

  • $# +4-&

    +$ $ $$ $ 2

  • &'()

    Procedimientos relacionados. $ $ $ $ . $$$$$$$D

    E +$! )$CA

    $$

    Formato de datos.+F$2$2$

    Nmero de fuentes.$2J2

  • +&)&-,-)-,+&)0$1

    Una fuente.4$2F$

  • % &'()

    E $$J$$$J$2,5JF$$$$2$F

    E 2$$$+$J$2 $ $J$2$$$J

    7 $$ $$$ $$J$$$F$54$4$

    6

    $$$$$$#$$$$

    A 3>( 6

    E $$2F$

    52

  • +&)&-,-)-,+&)0$1 !

    E $ $ $ + $ $ $2$2

    E $$$+$$$2 $ 2 & $$ $ 5 2F$>$

    E $$J$ $$J$2

    7$$ $$$ $$J$ $$F$54$4$

    6

    $ $$ $ $ $ # $ $ $ $

    A 3>* 6

    E $ $ 2 F 2

  • &'()

    E $ $ $ + $ $ $2$$2

    E $$$+$$$2$$2

    E 2 $ $ $$$ $5 2 F $>$

    E $$$

    7 $$ $$$ $$J$$$F$54$4$

    6

    2$$$#$$$$

    A 3>. )6

  • +&)&-,-)-,+&)0$1

    E $/$$$:0$$

    $$5$52/4 0 $ $ $ $

    E 2$$

    E $$2

    7$$ $$$ $$J$ $$F$54$4$

    )2

    A 3>/ )$C

    +$$$$$5$$$$$/$$$$F0$$$$$$$$$$$$$

    $$

  • / &'()

    Medida.&$$$$$$:F$4$ $ $ $ $$

    &$

    R Intervalo!$D!$D$%4G$F: ? $5

    R Recuentos:):)R Binaria!$D!$D$!I

    !C5&4$$

    Crear matriz de distancias.&$$$&+$+

    Transformar valores.+$$$ 4 F $ $ $$ $2/$$0$.$ $ $$ +5 / F $!0

  • +&)&-,-)-,+&)0$1

    3 )$C2

    Modelo de escalamiento.$$$R Identidad.-$$R Eucldeo ponderado. V $ $ %

    $ $F$ J

    R Eucldeo generalizado.V$$% $ F $ $ $ J$$

    R Rango reducido. V $ +$D $5 $ F $$$!F4$F"4F$2J

  • &'()

    R Forma.+F$2$$$ $$52F$$5$4$5$$

    $ 4 $ $ + $F $5$ $4$$F$$$$

    Proximidades. +F $ 5 2 $$

    Transformaciones de proximidades.$$$R Razn. & 2 $ $ 2

    $$2$

    R Intervalo.&2 $ $2$ . & F $2

    R Ordinal. & 2 $ F $2$ $2$

    R LneaSp.&2 $ $ 2 $ $$$4$J

    Aplicar transformaciones.+$$2D$$$

    Dimensiones. $$ $ /:DW:2W0$D42"4$J

  • +&)&-,-)-,+&)0$1

    $C

    +$$8$$J

    A 3>5 )$C

    Restricciones en el espacio comn.+F$FR Sin restricciones.H$JR Algunas coordenadas fijas. & $ $ $

    $

  • &'()

    $C+

    +$$6$$$$$$44$$5$' )$C+

    Configuracin inicial.$$R Simplex.&

  • +&)&-,-)-,+&)0$1

    R Personalizado. $ $ F $ $+$J$$$$J2$$ $ $" $ $ $ $4D+$J$$$J

  • % &'()

    A 3>!8 )$C%)@!

    Stress.$$5$+$$J24F$J

    D

    Espacio comn.7$$$J

    Espacios individuales.$$$$+$$$$$$$:$

    Ponderaciones del espacio individual. $$$+$$$

    $$$$:$$$+$D$

  • +&)&-,-)-,+&)0$1 !

    Variables independientes transformadas.$$

    Correlaciones entre variables y dimensiones.7$$$$4$$J

    $C%)@,"

    +$$;$F$ $ 2 $ $ $ $; $ $ $2$42 $ $ F $ &J$$$$$$4$"4$J

    A 3>!! )$C%)@"

    $C

    +$$8$$$$4

  • &'()

    A 3>!" )$C

    Mostrar.$$$5R Coordenadas del espacio comn.:$$JR Coordenadas del espacio individual.&$ $$

    $$

    R Ponderaciones del espacio individual. : $ $ $$$$+$

    $$$4F.

    R Distancias.:$$

  • +&)&-,-)-,+&)0$1

    R Diversas medidas del stress.:$$&$$$$5)))$!2$/!7#0

    R Descomposicin del stress.:$D4

  • $6

    -$$?$$$?G4F4$$

    4

    ?2$ $$ $4$$$-2$$$$$)-2$$$$2$

    $6!C

  • 3&',

    - 7

    -$

    '!5GGG

    A 3A

  • &,.&),.,++&-'),+

    A5>"

    -$$ ,5)$+

    $$#2$14$((1'-)'**4 %

    .4$

    7$4$$?4$2$-$$

    )GGG

    G >G

    A K'73(34A :'73(34

    - $$ $

    $ $ 2 $ $ $

    A K'73(34A :'73.

    - 5 $ $

    5 $ #3H

    $$?$$94,)?$?5$$)5$($

    4.352 .000

    -.560 -4.015 .001

    .056 .407 .689

    .366 2.681 .016

    -.330 -2.423 .028

    -.197 -1.447 .167

    (Constant)

    Package design

    Brand name

    Price

    Good Housekeeping seal

    Money-back guarantee

    Model1

    Beta

    StandardizedCoefficients

    t Sig.

    ((1' '** ('"W

  • 3&',

    A5>(

    -$5$.#3*+4$!GY?$$)$?G$)$$4

    A5>* D

    7

    -$$$$?

    .$4

    ) - ,) # 3* $

    .$7$$?$$$$$$

    Standardized Predicted Value

    210-1-2-3

    Stan

    dard

    ized

    Res

    idua

    l1.5

    1.0

    .5

    0.0

    -.5

    -1.0

    -1.5

    -2.0-2.5

    Package Design

    4332211

    Stan

    dard

    ized

    Res

    idua

    l

    1.5

    1.0

    .5

    0.0

    -.5

    -1.0

    -1.5

    -2.0-2.5

  • &,.&),.,++&-'),+

    -$?$\?$-4$F)$,$$$$$?9?$$4)4%F$4$$$4$$4?$$$4

    -$$?$

    '!2!GGG

    A 3A G

    2!5#

    .G >G

    2!5#

    1999G >G

    2!5#

    2GGG

    " !" !4LHI!'2+'0HI

    GGG

    M>!4"10"

    /GGG

    A1/3.9

  • !%% 3&',

    -$$4$$$4

    C$$4$?$$$$)

    9?$

    $$4

    $$4-2$4

    $$$2$4$$9?5)$$$4$$$4

    $?

    #31#3'?$ 7$$$($)$$4?$$

    H$4$$ G$$)$$4?

    $%F$4$

    A5>. +

    A5>/

    1.000 -.189 -.126 .081 .066

    -.189 1.000 .065 -.042 -.034

    -.126 .065 1.000 .000 .000

    .081 -.042 .000 1.000 -.039

    .066 -.034 .000 -.039 1.000

    Package design

    Brand name

    Price

    GoodHousekeepingseal

    Money-backguarantee

    Packagedesign

    Brandname Price

    GoodHousekeeping

    sealMoney-backguarantee

    1.000 -.156 -.089 .032 .102

    -.156 1.000 .065 -.042 -.034

    -.089 .065 1.000 .000 .000

    .032 -.042 .000 1.000 -.039

    .102 -.034 .000 -.039 1.000

    Package design

    Brand name

    Price

    GoodHousekeepingseal

    Money-backguarantee

    Packagedesign

    Brandname Price

    GoodHousekeeping

    sealMoney-backguarantee

  • &,.&),.,++&-'),+ !%!

    2A

    -%$84$(A*3$A1[ 2$4

    $$4-

    A5>3 27

    #33?5%$)5$$45-$ 4 4$ + $9?$

    $?$

    $?$$$4?$$-$$$$F$:$$F5F$4$4

    A5>5 =

    -$.7.4$(=*3 9?

    .$$4F

    $4

    5$9?$$4)$?7$

  • !% 3&',

    7

    -$4$$$$$#3A$$)$

    -5)$$?

    #$$.9?)42$4?$$

    ??$$

    A5>' EB@@#&

    6$$) -$ $ $ -F$)$?$

    $-F$$2$$)$$#2$#3A.$$B(A118$ 2$ ) G$2$$)$

    #3"($4$$$7$$

    $$?$

    . 2$ 1([ ? $ ?.2$A"[$$$$

    -.816 -.955 -.733

    .206 .192 .045

    .441 .851 .369

    -.370 -.838 -.350

    -.223 -.569 -.158

    Package design

    Brand name

    Price

    Good Housekeeping seal

    Money-back guarantee

    Zero-Order Partial Part

    Correlations

    B(A11( ) (A" A"[W W

  • &,.&),.,++&-'),+ !%

    A5>!8 EB@@#&

    7$$)4

  • !%/ 3&',

    2

    7

    &$??$$$$4$])$4%$ $ $-$$?$$$4$-

    $^4$F2$$])$7$$"

    $4?$$)$?4$?$$

    $$$$:$$

    ]$$$4

    #3""?$7$$4H4?$$4$)$$4

    A5>!!

    $

    $ 4 $ F $$F$)

    $4$7

    $)$F-

    9?4$

    C$$$$$?F)

    $$$-?$F

    .644 .959 .942

    .010 .971 .961

    .172 .989 .982

    .137 .996 .991

    .037 .987 .993

    Package design

    Brand name

    Price

    Good Housekeeping seal

    Money-back guarantee

    ImportanceAfter

    TransformationBefore

    Transformation

    Tolerance

  • &,.&),.,++&-'),+ !%

    - F $ $ $9??

    7$$

    $$F4)

    44 $ $$$9?

    $$$$$$)F $

    $ $

    ?:F$$$$$$$4

    #$$$5$24 ? -$ 4$$$)

    $

    $$$4$$4

    #3"$4$??$H$$$7$?F54465476/B""=(0 ?F547654&6/(""=0-"4F

    A5>!" #&

    Price

    $1.59$1.39$1.19

    Qua

    ntifi

    catio

    n of

    Pric

    e

    1.5

    1.0

    .5

    0.0

    -.5

    -1.0

    -1.5

  • !% 3&',

    -$.4$$#3"H$?4$F)4 ?

    A5>!( D#&

    7

    ,$4? $$$?4

    $$ #3*

    -

    $$$$

    $$2$

    $4$$

    A K'7334A :'73%34

    #3"*? 5$$

    $

    .7$$$??(7

    $,)#3*$4$$4F4

    Package Design

    C*B*A*

    Qua

    ntifi

    catio

    n of

    Pac

    kage

    Des

    ign 1.5

    1.0

    .5

    0.0

    -.5

    -1.0

    -1.5

  • &,.&),.,++&-'),+ !%

    A5>!*

    $6"C+=" +

    # &

    ( $45$$S53

    1

    /

    90

    $4/$0

    /#0

    44

    Quantif ication of Package Design

    1.51.0.50.0-.5-1.0-1.5

    Stan

    dard

    ized

    Res

    idua

    l

    3

    2

    1

    0

    -1

    -2

  • !% 3&',

    =,

    4$4$5$)#2$ %$8)4$$$$:$$$4$4$4$44$)

    -$$2$'1,$$$?'1$$4(1(-$4$4$4"("$-$$$43'$4F$4

    - $ 1 """ 1(((7 $? 4 $4$2$9?4"(($

    4$"1($1,1()4$ 1((()4$$ $4

    %5$$45$-$B'A"(=-4?)

    $4 -

  • &,.&),.,++&-'),+ !%

    -?$

    1 GGG

    1!+03*73HN(OI

    8$$%C$$2%$ $4$

    1!+03*73HN(OI

    8$$%C$$2%$ $4$

    1!+031*73H0)N((I

    8$$%C$$2%$ $4$

    1!+03*73HH!O.(IN(OI

    8$$%C$$2%$ $4$

    1!+03*73HHBING%IO#

    7$4F)$-$4

  • !!% 3&',

    -$?$$)

    $ $$$$ $ $$

    '!2!GGG

    3(

    2!5#

    99199G >

    2!5#

    2GGG

    !'2+'0HI

    /GGG

    A1/399199

    -$$$4$(33-$$

    F9?$F$

    A5>!. 27

    #3"'?57

    ?$$?$$ F\ $ $ $($$4

    11(7$$$$7F)

    F1(-2$$4$

    F

    .940 .883 .881Multiple R R Square

    AdjustedR Square

  • &,.&),.,++&-'),+ !!!

    A5>!/ #

    &

    #3"=$4$-$/"=0$$F$%3"(?$$(-F4"=?(7$$4$$$$4)$4?$$49?((*$4$

    A5>!3 #&

    -$1/#3"3#3"A0?)

    74

  • !! 3&',

    A5>!5 #&

    A5>!' 0#&

    #3(?$#3"3$

    $4

    -F4"?

    44$,)%) $ /"10F (#4'?F)(24" G4 4 " F (7$$F

  • &,.&),.,++&-'),+ !!

    A5>"8 7#&

    -$/#3"0$4$

    7F7$(-

    $$$$

    A5>"! #&

    DDOY

    37332925211713951

    Qua

    ntifi

    catio

    n of

    DD

    OY

    3

    2

    1

    0

    -1

    -2

    TEMPC

    37332925211713951

    Qua

    ntifi

    catio

    n of

    TE

    MP

    C

    4

    3

    2

    1

    0

    -1

    -2

    -3

  • !!/ 3&',

    -$$$$$?$ $$$$4$-$$$$$$%$8$2

    G >

    2!5#2

    2GGG

    "

    /GGG

    A/3

    -$$(3=$$4?F

    A5>"" 27F0

    #3$4$%#3"'$-$$)$H??$$$$$4(

    A5>"(

    -$#3*$$$F)-

  • &,.&),.,++&-'),+ !!

    A5>"* #&

    +70

    7$4$$$4$$$9?F$$4$,$$$

    #2$$4(3=\$$$41

    '!5GGG

    A 3434A

  • !! 3&',

    A5>". 27F0

    7

    , F 1 $$(=1=-$"/ 270

    -$$4(=A"?

    (=1=- 4 $ F $$4$?$$$$$

    $

    - $ $ $ ? $ )$$$9??$$?$4$$

    .870 .757 .755 .4962Model1

    R R SquareAdjustedR Square

    Std. Error ofthe Estimate

    .889 .791 .789Multiple R R Square

    AdjustedR Square

  • &,.&),.,++&-'),+ !!

    -4$4$?(4$

    $#

    )GGG

    G >G

    A K'73(A :'73

    #3=$$$?(72$41(9?$1()- ,

    F $ ? ?$7$$

    A5>"3 =7

    G42$$$4$)

    ?(9?$$$$4$4$!$5$$$$

    - $ ( $$ &8$2

    A 3(A

  • !! 3&',

    A5>"5 27=7

    -(4$(((*-$(-

    #3=G4$$?4$5F$)

    -$($$%$8$2

    A

    2!#

    GGG

    "10

    /GGG

    A1/3

    A5>"' 27=7

    - $ $ ( $ $ -$(1'7$$41'[(4$$$)-$$?(

    #3($4 $ -2F? $$F)

    G4$4$?$$(

    .066 .004 .001 8.0057Model1

    R R SquareAdjustedR Square

    Std. Error ofthe Estimate

    .750 .562 .561Multiple R R Square

    AdjustedR Square

  • &,.&),.,++&-'),+ !!

    A5>(8 7#&

    -

    $$$$$

    $$2$ $4$

    A K'7343%A :'73%3%

    #3"$?$7

    $,#3=-$$(=1((,$$ $5 $$$? ?$?

    A5>(! 0

    DDOY

    37332925211713951

    Qua

    ntific

    atio

    n of

    DD

    OY

    3

    2

    1

    0

    -1

    -2

    -3

    Quantification of DDOY

    3210-1-2

    Qua

    ntifi

    catio

    n of

    OZO

    N

    4

    3

    2

    1

    0

    -1

    -2

  • !!

    7$6

    %$$$47$$45$

  • ! 3&',

    $6!C7

    -2$2;

    ]/"A'30$4G$$/"A'"0-$4&/"A'30

    G$$$$$$$;

    $?$$$$4$24$4$)??$$$?/2$$$$0/2$$$$)

    0$/2$?$0/$ ?

    ? 0 4 /0 4 /$40

    4 /$ $ $4$24$50

    -$A"? $$$ $;

    )G$$?$$$$$$/0?$$$-$$$)

    $$$44$$ $$

  • &,.&)'&)-',+&)4++&-'),+ !

    -$$

    '2!GGG

    2!5#0HI

    0+0#2

    A '+039891999A 50!+03

    9891999G >:G

    2!5#2

    2GGG

    10"20$! 0HI

    A !;39891999

    20$2A 5020$?3

    /20$GGG

    /20$0H0I

    5020$5003#+0A 3

    / !GGG

    A @ !/39891999

  • !/ 3&',

  • &,.&)'&)-',+&)4++&-'),+ !

    #$F)-F$4-

  • ! 3&',

    A'>* G7

    -$4 $)$ %+

    4

  • &,.&)'&)-',+&)4++&-'),+ !

    A'>. +

    -;?$$4$)

  • ! 3&',

    $$$4] $$?$`6$44?

    2$$$#2$4 $ $ $4

    ?7$$44$$

    -

    #A=?$$-/$0$$4$?$$F$6$$$/0

    $-$$4?F$19-

  • &,.&)'&)-',+&)4++&-'),+ !

    A'>5 9

  • !% 3&',

    A'>' 27

    -

  • &,.&)'&)-',+&)4++&-'),+ !!

    -?$$*;)?@,

  • ! 3&',

    A'>!" 0B

    $6"C77$$74$$4_44

    _

    4?F9:$+$/"AA=0411$? ??-$A

    '>"

    & .#

    72 172?$ AG$2 "*74$ =-$ 11

    .980 -.005 -.201

    .521 -.643 .561

    .980 -.002 -.197

    .519 .656 .549

    .981 .004 -.193

    INTENSITY

    FREQUENCY

    BELONGING

    PROXIMITY

    FORMALITY

    1 2 3

    Dimension

  • &,.&)'&)-',+&)4++&-'),+ !

    +?4$(7?"'4$-$A4="='*=$"=$-

    $$4$4$?4$: $ $ $4 $ $4 $$$$$44$$

    '>( 22B

    F

    B

    # ## 51;2 61

  • !/ 3&',

    -$$

    '2!GGG

    2!5#0HI

    0+0#2

    A '+03999199999999919991A +03A 50!+03"

    999199999999919991G >:G

    2!5#2

    G >G

    2!5#-

    2GGG

    50/?#+0

    2GGG

    10"20$! 0HI

    A !;3

    20$2A

  • &,.&)'&)-',+&)4++&-'),+ !

    / !GGG

    A !/3A 1/3999199999999919991A /$ 23A 23199

    M>!4"10

    - $

  • ! 3&',

    A'>!* FDH0

    7F1-$"F$*F$-$?*?4$$$$$?)$4*]]

    A'>!.

    27

    -??$$4$$ $

    47*=[

    $2$4?)$1[4"[4$$$4$

  • &,.&)'&)-',+&)4++&-'),+ !

    A'>!/ 27

    -

    -?4$$ $?#A"=7$$$$)?

    $$4?$$$

    A'>!3

    - $-$1$$$-44$$4$

    -$$4$$$$$4/04$ / 0- $ $ /$0 1

    .874 5.550 34.690

    .522 1.957 12.234

    .9251 7.508 46.924

    Dimension1

    2

    Total

    Cronbach'sAlpha

    Total(Eigenvalue) % of Variance

    Variance Accounted For

    Total Cronbach's Alpha is based on the total Eigenvalue.1.

    Dimension 1

    1.0.8.6.4.20.0-.2

    Dim

    ensi

    on 2

    1.0

    .8

    .6

    .4

    .2

    -.0

    -.2

    -.4

    -.6

    MENSWEIGHT

    BODYPREOMOOD

    SBEH

    SATTSCHOOL

    FRIE

    EMAN

    FAMI

    HYPER

    PURGE

    VOMIT

    BINGE

    FAST

  • ! 3&',

    ? $ $ ? $$

    -$4?$$$\ $4$-$$]

    G?)$4?$$4$4$4-44?

    $$

    -$114)

    ?24$$??$$$$$4$$4?4$P

    Q

    +

    #A"3?$

  • &,.&)'&)-',+&)4++&-'),+ !

    $4$/$$$$$0- $4

    $$4?$$$

    #A"A?$

  • !/% 3&',

    -]"4$?$"4$444)$9?$ "8 7H

    '>* +*(

    4 &; &>

    " B(" "1( B('= ("" B"1=1 B"*'=* B*(1 B"3(=

    Dimension 1

    1.5.5-.5-1.5

    Dim

    ensi

    on 2

    1.5

    1.0

    .5

    0.0

    -.5

    -1.0

    -1.5

    16

    15 14

    1312

    11

    1098

    76

    54

    32

    1

  • &,.&)'&)-',+&)4++&-'),+ !/!

    $"$$424$2?$$2)7]$

    $$

    9?4

    $4$ 4

    $

    F-

    )GGG

    >G

    AK'734C3%34A:'734C3434A->?3

    E -$)$ %+

    4

  • !/ 3&',

  • &,.&)'&)-',+&)4++&-'),+ !/

    A'>"(

    $$ $ - $4?$$?

    E 8$$ $

    $ $ 2 $ $ 4 $

    AK'73%A:'73%A->?3%

    A'>"* 6

    Time of Diagnosis

    4321

    Bin

    ging

    1.0

    .5

    0.0

    -.5

    -1.0

    -1.5

    -2.0

    Diagnosis

    1

    2

    3

    4

    Time of Diagnosis

    4321

    Sex

    ual A

    ttitu

    de

    1.5

    1.0

    .5

    0.0

    -.5

    -1.0

    -1.5

    -2.0

    Diagnosis

    1

    2

    3

    4

  • !// 3&',

    2$

    ?3%

    A'>". 7

    G4$4?4

    74$?$4$$$

    Time of Diagnosis

    4321

    Pre

    occu

    patio

    n

    1.0

    .5

    0.0

    -.5

    -1.0

    -1.5

    Diagnosis

    1

    2

    3

    4

  • !/

    7$6

    -$$$$4?$?$7$$$$4

    $$$?)$,$ $$$4?$)$$$4$$$

    $$7$)$$$4$$4?4$$4$$ ?X)

  • !/ 3&',!%

    -46D&-$2

    4"$$$*$$$$$$S$$$$$$-$4F$G4$$)$9??$$$?$)4$-?

    $4

    $60

  • ),&&&),)&&)4++&-'),+ !/

    G >

    -73#2!5#!

    A +039

    G >

    -73#2!5#!

    G >

    -732!5#!

    2GGG

    ! HI"M!)!

    /

    " !"1

    "F!

    7$$?$$$$$$)$$4?$$$?F)

  • !/ 3&',!%

    A!8>! +

    7F

    -$$$$4??$$$$$$4)$$$4F??#"(?$$$$42$

    A!8>" 77

    $)

  • ),&&&),)&&)4++&-'),+ !/

    -$F$"$?$?4-$)$#C$] $

    4

    -2$F$

    $-$$$$4

    ? 2 $ #$ $F$$4$4$$4$)5$

    7$$$?$)

  • !% 3&',!%

    A!8>*

    7$??$$$

    $$$$$)$$$$$4#

    ?$$$4$

    ?A$\$5)$$??$

    ?/A$#2$

    -$4$$$$4)$?4#"(1$$$$$$4$$$$442$H2

    F$

    .841 .241

    -.631 .627

    .385 -.429

    -.274 .680

    -.677 -.379

    .765 -.529

    -.707 -.515

    SetAge in years

    Marital status

    1

    1

    2

    DimensionPets owned

    Newspaper read most often

    2

    Music preferred

    Neighborhood preference

    3

    1 2

    Dimension

    A "BW

    / A( ) "B( ) / "B( )W

    " (3("( ) "B( ) (=("W W

    (=1( ) "B( ) ('(W W

  • ),&&&),)&&)4++&-'),+ !!

    A!8>.

    $$$F)

    /$$$$0$

    $$$$2$?$F$?$$$

    $4?

    :$$F$$$4$-$ 4$4\2$$$?$#2$$ $$$-$

    ?""((A"3-$$

    $$

    $F?$F$$47$?F$$4+2?$ ??$$4$$$$4?

    ?

    )SF$$

    .521 .628 1.149 .492 .575 1.067 .030 .053 .083

    .076 1.028 1.103 .075 1.028 1.102 .001 .000 .001

    .390 .443 .833

    .737 .182 .918 .727 .123 .850 .010 .059 .069

    .387 .614 1.001 .361 .598 .959 .026 .016 .042

    .265 .583 .848 .264 .583 .847 .000 .000 .000

    SetAge in years

    Marital status

    1

    Pets owned

    Newspaper readmost often

    2

    Music preferred

    Neighborhoodpreference

    3

    1 2

    Dimension

    Sum

    Multiple Fit

    1 2

    Dimension

    Sum

    Single Fit

    1 2

    Dimension

    Sum

    Single Loss

  • ! 3&',!%

    -

    #"('?$$4$F$$)

    ?F$/

    -$?$-?

    ? 5$ $ 2 6 4 /$$?0/$$B0/$$B10- 4 $ /$$) 0/$$)0/$$*0-$$$)$$?$

    +F$$

    -$$?$$F)

    -$$$$?F$$$$$$$

    -$/#"(=0??$$4,)

    ?$4$?F

    2 $ $ -

    Dimension 1

    1.51.0.50.0-.5-1.0-1.5

    Dim

    ensi

    on 2

    1.0

    .5

    0.0

    -.5

    -1.0

    Pets owned

    Pets ownedNeighborhood Music pref erNewspaper re

    Marital stat

    Age in y ears

  • ),&&&),)&&)4++&-'),+ !

    F$?$$$,$$$$$

    A!8>3 #&

    -F

    /#"(30-4$?F4$4$7$$$$4F

    A!8>5 F#&

    Neighborhood Preference

    CountryVillageTown

    Qua

    ntifi

    catio

    ns fo

    r Nei

    ghbo

    rhoo

    d1.5

    1.0

    .5

    0.0

    -.5

    -1.0

    -1.5

    -2.0

    -2.5

    New spaper Read Most Often

    OtherNRCVolkskrantTelegraafNone

    Qua

    ntific

    atio

    ns fo

    r New

    s

    1.5

    1.0

    .5

    0.0

    -.5

    -1.0

    -1.5

  • !/ 3&',!%

    $$4)/#"(A0- 4 $$ F??$$$%F$4$$)$$4

    4/$?1(0$$

    ?$4

    9?2F$4F4F)$4$GF)

    'B( 'B*( *"B*1 $? F(B1$F$4$7$)$?$$$F4/

    $04$4)$$ :

    $??$$$4

    A!8>' #&

    27

    #4$$$$$F)$4$$4-)

    #"("(

    Age in Years

    61-6551-5541-4531-3520-25

    Qua

    ntifi

    catio

    ns fo

    r Age

    2.5

    2.0

    1.5

    1.0

    .5

    0.0

    -.5

    -1.0

  • ),&&&),)&&)4++&-'),+ !

    A!8>!8

    +44??F(#

    $"B1*'B1(1"B11-

    ?4

    #$$$$4F#$$44$4F)

    $$4$-$4$$

  • ! 3&',!%

    $6?-?$

    4

    #"(""?$$$4$-$$)?44F$4$4

    $$4$$$4G4$$???$$$

  • ),&&&),)&&)4++&-'),+ !

    A!8>!"

    A!8>!( F

    Dimension 1

    2.51.5.5-.5-1.5

    Dim

    ensi

    on 2

    1.5

    1.0

    .5

    0.0

    -.5

    -1.0

    -1.5

    -2.0

    Centroids

    Projected

    Actual

    66-7061-65

    56-6051-5546-5041-4536-4031-3526-3020-25

    66-70

    61-65

    56-60

    51-5546-50

    41-45

    36-40

    31-3526-3020-25

    Dimension 1

    2.51.5.5-.5-1.5

    Dim

    ensi

    on 2

    1.5

    1.0

    .5

    0.0

    -.5

    -1.0

    -1.5

    -2.0

    Centroids

    Projected

    Actual

    OtherNRCVolkskrant

    Telegraaf

    NoneOtherNRCVolkskrant

    Telegraaf

    None

  • ! 3&',!%

    A!8>!* -

    -$

  • ),&&&),)&&)4++&-'),+ !

    7

    -$$4$)7$$$$$?$-$$$$)$$44$48$$H$%$%$7$4$2

    G >

    2!5#!

    2

    !4LHI! !LHI!M!)!HI

    /

    !20$! !

    -$?)$$(3(=(=1=$4

    $"1'*

    A!8>!. $0FB

    .246 .116 .362

    .165 .431 .596

    .168 .183 .352

    .193 .243 .436

    .807 .757

    1.564

    Set 1

    Set 2

    Set 3

    Mean

    Loss

    Eigenvalue

    Fit

    1 2

    Dimension

    Sum

  • !% 3&',!%

    -$$)$)$#"("'?$$$4$4$$)$

    $$?2$)$$)$$4$

    A!8>!/

    #"("=$4$-F$$$4??)$$4$/#"(A0$*(,)/F0$)

    -?$$$$F$4

    4$

    A!8>!3 #&

    .336 1.037 1.373 .293 1.025 1.318 .043 .012 .055

    .185 1.158 1.343 .184 1.158 1.342 .001 .000 .001

    .493 .403 .896

    .685 .160 .845 .678 .119 .797 .007 .040 .047

    .491 .560 1.051 .490 .558 1.048 .002 .002 .004

    .137 .782 .919 .137 .782 .919 .000 .000 .000

    SetAge in years

    Marital status

    1

    Pets owned

    Newspaper readmost often

    2

    Music preferred

    Neighborhoodpreference

    3

    1 2

    Dimension

    Sum

    Multiple Fit

    1 2

    Dimension

    Sum

    Single Fit

    1 2

    Dimension

    Sum

    Single Loss

    Age in Years

    61-6551-5541-4531-3520-25

    Qua

    ntific

    atio

    ns fo

    r Age

    2.0

    1.5

    1.0

    .5

    0.0

    -.5

    -1.0

    -1.5

  • ),&&&),)&&)4++&-'),+ !!

    -$#"("3-$F4-$4)$$F?2$$

    A!8>!5 -#&

    7$#"("A$4/#"(30?F$4$

    $9?$F

    A!8>!' F#&

    Neighborhood Preference

    CountryVillageTown

    Qua

    ntifi

    catio

    ns fo

    r Nei

    ghbo

    rhoo

    d1.0

    .5

    0.0

    -.5

    -1.0

    -1.5

    -2.0

    -2.5

    Newspaper Read Most Often

    OtherNRCVolkskrantTelegraafNone

    Qua

    ntifi

    catio

    ns fo

    r New

    s

    1.5

    1.0

    .5

    0.0

    -.5

    -1.0

    -1.5

  • ! 3&',!%

    #"(($4$H$$$$$$

  • ),&&&),)&&)4++&-'),+ !

    A!8>"! 7#&

    %

    6 4 2 $ $ 4 ?$$ $4 ? 4$44$$$$494$4

    R %4$$4?4$

    R $4$44$

    R $$$$4$

    R $$4$4]?$

    $$

    Dimension 1

    3210-1-2

    Dim

    ensi

    on 2

    2

    1

    0

    -1

    -2

    Neighborhoodpreference

    Music preferred

    Newspaper readmost often

    Pets owned

    Marital status

    Age in years

    Country

    Village

    TownDon't like mVariety

    Popular

    New wave

    Classical

    OtherNRCVolkskrant

    Telegraaf

    Nonevarious domeother than c

    dog(s)

    cat(s)

    no

    OtherMarried

    Single66-70

    61-65

    56-60

    51-5546-50

    41-45

    36-40 31-3526-30

    20-25

  • !

    7$6

    %$4$45$7#4?)?4$?$$?

    ?$-4$44??$$74

    4$$?$$F4

    $ $4 ? 9? $$?4$$??$-$$4$)$/? 0%$

    4$$4$$F$42$"(A$1.4)$?$$?

    %$4$$?42$??)$$$$4$$?$$%$$$?44?$$??$$-$4$$$?4 $44

    $) 4 F$#2$42$.1??9?$4F$

    -$4$5- $4 $45?$?$$$5$45??$$

    -$4$$4 $4%

    ?$)F)$49?$?+$$$?$2$?)$

    !!

  • ! 3&',!!

    -2$?$$-$4$$4$$)$$$$4-2$$ $-$2$$$$$

    $6!CD907G7

    -$4?$??$ $\?$$ 4$ $ 4;/"A3*0$$-#"""? $$

  • ,+',,&)4++&-'),+ !

    =G

    .G >

    !!=03>-3-73 >=G

    -GGG

    3-)#=

    GGG

    "="

    /GGG

    "=

  • ! 3&',!!

    % $4 4 $ $$4 $$ $4$??$#""?

    $2?)$$

    A!!>" 6F#F=&

    $$4?))$

    $$$4$$%+#""$4?)$$??-?)$$

    $

    A!!>( FBF#F=&

    .40.0-.40.0-.4

    0.0

    -.40.0-.4

    0.0

    -.4

    .4

    0.0

    -.4

    Dimension 1Secr

    Jr E

    Sr E

    Jr M

    Sr MSecr

    Jr E

    Sr E

    Jr M

    Sr M

    Secr Jr ESr E

    Jr MSr M

    Dimension 2 SecrJr ESr E

    Jr MSr M

    Secr Jr ESr E Jr MSr MSecrJr ESr E Jr MSr M Dimension 3

    Dimension 1

    .3.2.10.0-.1-.2-.3-.4

    Dim

    ensi

    on 2

    .3

    .2

    .1

    0.0

    -.1Secr

    Jr E

    Sr E

    Jr M

    Sr M

  • ,+',,&)4++&-'),+ !

    7$4$57$$$5$$4F$/$$0$F#""*?$4$?$?)\?$$5$)

    ? * F#F=&

    - $ $4$X? $

    $ ?#""*4$

    -$ E$$44$

    7$?$$$424?$$54$$$$?

    ?$$

  • !% 3&',!!

    $$$?4E $ $$?4 $$? -$$$$5)

    $$5

    . F#F=&

    -?$?4$4#2$$4 4?4

  • ,+',,&)4++&-'),+ !!

    A!!>/

    4 ??$?$-$) $4? ? $ $5 ?+$? ? $$$ F$ )F ? ? $ +$2)F

    %)F?$-?-$

  • ! 3&',!!

    F

    -?$?$#""*#""=#""3??$$4

    A!!>3 F#F=&

    A!!>5 #F=&

    #?$$5$$4$$

    ??-??)

    $???$$#2$B(('')F$/#""1?$0

    ??$2$4+$??F$

    )F? ? ?#2$ )F??$?

    .057 -.066 .194 -.071 .003

    .093 .259 .243 .034 .012

    .264 -.381 .011 .005 .038

    .456 .233 -.058 -.003 .026

    .130 -.201 -.079 .008 .006

    1.000 .085

    Staff GroupSr Managers

    Jr Managers

    Sr Employees

    Jr Employees

    Secretaries

    Active Total

    Mass 1 2 3

    Score in Dimension

    Inertia

    .316 -1.438 .305 .044 .049

    .233 .364 -1.409 -1.082 .007

    .321 .718 -.074 1.262 .013

    .130 1.074 1.976 -1.289 .016

    1.000 .085

    SmokingNone

    Light

    Medium

    Heavy

    Active Total

    Mass 1 2 3

    Score in Dimension

    Inertia

    "*3B ('*( ) ('* ("3( ) (="3 (=( ) "(=* ("3( )O O O

    (*(( ("'B( )("'

    )))))))))))))))))))))))))))))))))))))))(*( (B( )

    ()))))))))))))))))))))))))))))))))))))))

    (3( ("B( )("

    )))))))))))))))))))))))))))))))))))))))((3( ("(B( )

    ("()))))))))))))))))))))))))))))))))))))))O O O ("=W

  • ,+',,&)4++&-'),+ !

    -+$

    ?F$?)F??$$5?F$?F+$$$$??#""=#""3$4$$-$ ?$G )F F$

    $$$$$$4 ?$)F#$5$

    ((310 $ ?$4$4""3[/(("(>((310

    A!!>'

    (("B( ) ((=AB( ) (((3O O ("'W

    1 *,( ) "B

    .273 .075

    .100 .010

    .020 .000

    .085 16.442

    Dimension1

    2

    3

    Total

    SingularValue Inertia Chi Square

  • !/ 3&',!!

    48$$?

    $4$ 2$4

    $ ?$"([

    $

    -$$?#""A$?

    ?$-4$$F0 $ $4 # $ $ F /$0F$

    7

    $4$)$?7$4$$?$$$

    $44?4#"""$4??$)

    4$

    -$$ 4$4?$-?$4$?$$)-$4$?$G4?$$?$$44?$$$$5

    -$4$$5$)$$%7$4$2

    G >

    !!=03-73, >=G

    ! ,G# !

    .G >

    !!03>-73, >=G

    ! #G# !,G# !

  • ,+',,&)4++&-'),+ !

    -GGG

    3

    -)#/

    GGG

    ! 0HI!2==HI!2=HI!=HI! HI

    /GGG

    "?H!I"

    #"""(????$4B$$ $$? -$4 $$!8 F#=&

    #""""$4$??$4$$?$$?

    $$$$$/#""'09?2$$$$4$)-$.-$$$

    Dimension 1

    .3.2.1.0-.1-.2-.3-.4-.5

    Dim

    ensi

    on 2

    .3

    .2

    .1

    0.0

    -.1

    -.2

    NatiSecr Jr E

    Sr E

    Jr MSr M

  • ! 3&',!!

    7 2$-

    $4 $4 9?)$$4$$4$4

    A!!>!! #=&

    7P!$4Q4

    $?-?)$$??$$5$4$$%7$4$2

    -GGG

    -)#=/

    GGG

    " 0"2=="2="/)0-73

    "="

    Dimension 1

    .4.3.2.1.0-.1-.2-.3-.4-.5

    Dim

    ensi

    on 2

    .3

    .2

    .1

    0.0

    -.1

    -.2

    -.3

    -.4

    Alco

    No A

    Heav

    Medi

    Ligh

    None

  • ,+',,&)4++&-'),+ !

    /GGG

    !?HI!=HI! HI

    $$44$-$

  • ! 3&',!!

    A!!>!( #F=&

    -) $4$! $$4#2$

    3*[7$'1[$

    -$G$4$44$4

    242\2?4) 4 #"""*#"""1$4

    A!!>!* 0F

    .654 .029

    .031 .463

    .166 .002

    .150 .506

    .000 .000

    .000 .000

    1.000 1.000

    SmokingNone

    Light

    Medium

    Heavy

    No Alcohol1

    Alcohol1

    Active Total

    1 2

    Of Point to Inertia ofDimension

    Contribution

    Supplementary point1.

    .092 .800 .893

    .526 .465 .991

    .999 .001 1.000

    .942 .058 1.000

    .865 .133 .999

    .631 .131 .761

    Staff GroupSr Managers

    Jr Managers

    Sr Employees

    Jr Employees

    Secretaries

    National Average1

    Active Total

    1 2 Total

    Of Dimension to Inertia of Point

    Contribution

    Supplementary point1.

  • ,+',,&)4++&-'),+ !

    A!!>!. 0

    H$$4) , 2 $4 ?$ $

    #"""*?$$ $$4$$ #""[4?-?4$?

    $$$#"""1#4$?$A3[-)

    4$

    $-$?$$4$4?$$4$$4$F

    $

    0

    $?$#2$4$$4] ?-$$X$$4$4)$4 ;

    ] $ $ $ 6 4 ?$$4?$$$$$$?$$?$?$))2$F$P$Q

    .994 .006 1.000

    .327 .657 .984

    .982 .001 .983

    .684 .310 .995

    .040 .398 .439

    .040 .398 .439

    SmokingNone

    Light

    Medium

    Heavy

    No Alcohol1

    Alcohol1

    Active Total

    1 2 Total

    Of Dimension to Inertia of Point

    Contribution

    Supplementary point1.

  • ! % 3&',!!

    # """' ? $ $

    2$& ?"#""=4 $? /B(3"0 /B(130 /B(("0 /B((''0 /(0 /(1A0 & $ "#""34 - $?$$

    A!!>!/ 0

    7$$45F4$$ ?$$$F$$?$$)

    #$$$$?$

    )$$4$4) $ $ $$44$$6$$$4$4$4$4$

    25 5 46 10 12 4 51

    42 29 20 9

    10 7 18 6 7 2 25

    4 0 11 2 3 2 11

    18 10 78 24 33 13 88

    4 1 17 3 7 4 18

    61 45 62 25 193

    Staff GroupSr Employees

    National Average2

    Secretaries

    Sr Managers

    Jr Employees

    Jr Managers

    Active Margin

    NoneNo

    Alcohol1 Alcohol1 Light Medium HeavyActiveMargin

    Smoking

    Supplementary column1. Supplementary row2.

  • ,+',,&)4++&-'),+ ! !

    $$$$?$4$$?4$$$$>)2?

    $

    -$$((=((=' -$$$ $4?$$$$4$$-?$$4$

    $$$((??

    #"""=#"""3??$-?F$$4$

    $4$$$$-)$$?$$54$ $?4)$$$?$?2-$$('"=9?$$$4$$$5

    A!!>!3 F

    A!!>!5

    .321 .316 .101

    .248 .225 .067

    .102 .050 .046

    .081 .056 .350

    .094 .070 -.184

    Staff GroupSr Managers

    Jr Managers

    Sr Employees

    Jr Employees

    Secretaries

    1 2

    Standard Deviation inDimension

    1-2

    Correlation

    .138 .442 .617

    .534 .861 .054

    .328 1.044 .016

    .682 1.061 -.250

    SmokingNone

    Light

    Medium

    Heavy

    1 2

    Standard Deviation inDimension

    1-2

    Correlation

  • ! 3&',!!

    =

    H$5?$$4$$$$5)

    -?$

    %$4$?4-)

    $?$4

    $$44

    $$4?$-$52$$$5/ ?$ $5 +$ ? ?2)F??

    $-??$-$5?F"

    25??4$?)$$54$4??$

    64?2)F?

    $$$$??-?5?F"-$$?/-25?$$4$4??$$

    \$?$4

    $$4-$54

    $$4?$-F$$4?$H?? ? $ 2 )F - $$ / ,

    4$4$??$,$$4 $

    7 $$/ ?

    ?$?$\$4??

    ?$$4??$$G$#""*)$5$$4

    $$5

  • ,+',,&)4++&-'),+ !

    -$5$$?4$$$2$?4#2$$?)$$?4

    $$5$$%7$4$2

    -GGG

    -)#

    GGG

    ! 0HI!2==HI!2=HI!/)0HI

    !=HI! HI

    /GGG

    "?

    #"""A?$?$4

    $$5)

    $ $$

    9?$$??$$$

    A!!>!' 9F07=

    Dimension 1

    1.51.0.50.0-.5-1.0-1.5

    Dim

    ensi

    on 2

    1.0

    .5

    0.0

    -.5

    -1.0

    -1.5

    Smoking

    Staf f Group

    Alco

    No A

    Heav

    Medi

    Ligh

    None

    NatiSecr Jr E

    Sr E

    Jr MSr M

  • ! / 3&',!!

    8?$$5$$#""*H$??$8??$

    # ""( $4 $ $$ $5- $???49$??

    A!!>"8 9F0=

    -$2$?4$$4

    ?$-$2-$$???$$$5)

    -$$4$$)$

    Dimension 1

    2.01.00.0-1.0-2.0

    Dim

    ensi

    on 2

    3

    2

    1

    0

    -1

    -2

    Smoking

    Staf f Group

    AlcoNo A

    HeavMediLighNone

    NatiSecr

    Jr E

    Sr E

    Jr M

    Sr M

  • ,+',,&)4++&-'),+ !

    $6"C9

    -2$$$$$4$7$$ $ $ $ 2$ 4 ?$$ 4L48F/"AA'02-

    #?4)

    $$$$?4

    -$"""

    $$-2??00AA++$4

    -F?4$8-

    M!) GGG

    #M!)0A4L038

    !!>!

    # # # #

    $?>$ $? $

    $ $ 7$ 7$

    ? $ ? $>$

    $

    >? ? F$4

    $ $ $4 $4

    >$4$ $4

    4 ? ?

    4 4

    $

    ? ? $ $

  • ! 3&',!!

    =

    $$44?$$ ?

    $ ? $,$$5$?$7$$)

    ?$2

    !!=03!-3-73 >=G

    1G >

    !!=03!-3-73, >=G

    -GGG

    3#

    -)#/

    #"""? $ $-?3[$7$43'[

    -4$?)$

  • ,+',,&)4++&-'),+ !

    A!!>"!

    -?)$$$$%7$4$2

    -GGG

    3

    /GGG

    "="

    #""???$$)

    F$$4?$((*-$))

    $G4$

    $

    .711 .506 .629 .629

    .399 .159 .198 .827

    .263 .069 .086 .913

    .234 .055 .068 .982

    .121 .015 .018 1.000

    .804 3746.968 1.000 1.000

    Dimension1

    2

    3

    4

    5

    Total

    SingularValue Inertia Chi Square Accounted for Cumulative

    Proportion of Inertia

  • ! 3&',!!

    A!!>""

    -?$?-$ 4?$$%)F$4$

    $??$$$45$2-2G4$

    $?2$4

    .042 .035 .652 .173 .825

    .073 .219 .512 .480 .992

    .010 .044 .114 .152 .266

    .039 .071 .454 .260 .715

    .016 .090 .296 .509 .805

    .152 .010 .953 .020 .973

    .019 .005 .702 .053 .755

    .086 .006 .893 .021 .914

    .035 .001 .911 .007 .918

    .056 .246 .404 .560 .964

    .058 .001 .771 .003 .774

    .008 .011 .446 .209 .655

    .175 .013 .941 .021 .962

    .006 .041 .179 .380 .559

    .055 .064 .693 .255 .948

    .020 .112 .212 .368 .580

    .011 .005 .585 .085 .670

    .000 .002 .000 .131 .131

    .001 .002 .196 .214 .410

    .010 .019 .392 .246 .637

    .041 .001 .946 .006 .951

    .062 .001 .965 .007 .972

    .027 .001 .593 .007 .600

    1.000 1.000

    IMAGEfattening

    men

    South Australian

    traditional

    premium

    healthy

    caffeine

    new

    attractive

    tough

    popular

    cure

    low fat

    children

    working

    sweet

    unpopular

    ugly

    fresh

    yuppies

    nutritious

    women

    minor

    Active Total

    1 2

    Of Point to Inertia ofDimension

    1 2 Total

    Of Dimension to Inertia of Point

    Contribution

  • ,+',,&)4++&-'),+ !

    #""$4$$G ?AA ++ 2$ $??004$

    $

    A!!>"( 9

    ?$$00?$$?$$-$AA++H???$$4

    #""*$4$?+4$

    4$

    $?$-$$&$$.$$$-$?$$$

    .187 .003 .744 .004 .748

    .021 .134 .135 .272 .407

    .362 .007 .951 .006 .957

    .267 .010 .928 .011 .939

    .127 .477 .420 .494 .914

    .036 .369 .169 .550 .718

    1.000 1.000

    BRANDAA

    BB

    CC

    DD

    EE

    FF

    Active Total

    1 2

    Of Point to Inertia ofDimension

    1 2 Total

    Of Dimension to Inertia of Point

    Contribution

  • !% 3&',!!

    A!!>"* #=&

    #""1?$H$$$$$G?00++$$?$$G??AA$4

    A!!>". #=&

    Dimension 1

    1.51.0.50.0-.5-1.0

    Dim

    ensi

    on 2

    1.5

    1.0

    .5

    0.0

    -.5

    -1.0

    minorwomen

    nutritious

    y uppiesf reshugly

    unpopular

    sweet

    working

    children

    low f atcure

    popular

    tough

    attractiv enewcaf f eine healthy

    premiumtraditionalSouth Australian

    men

    f attening

    Dimension 1

    1.51.0.50.0-.5-1.0

    Dim

    ensi

    on 2

    .9

    .7

    .5

    .3

    .1-.1-.3-.5-.7-.9

    FF

    EE

    DDCC

    BB

    AA

  • ,+',,&)4++&-'),+ !!

    7=

    9?$

    _$$5)$-?$$4

    $$58?/$$)504

    $$5F$$4?$!?$$

    ?$$

    - $$? $? 4

    $$5 $$ %)7$4$2

    -GGG

    -)#

    GGG

    ! 0HI!2==HI!2=HI

    /GGG

    !=HI! HI

    #""'$4$?$$AA$4? $G??$$?$4-$00++G ?$ $

    #4?$?

  • ! 3&',!!

    A!!>"/ 900#7=&

    $6(CA72F

    %$4 F4$-42$4$4$)

    ?7-?-$""

    -?$4$?4$#

    M!)GGG

    #M!)0A 4L+03

    !!>" 7

    $ # $ #

    7$ 7$ : :

    % % H?\ H\

    ! ! # #

    9 9

    $

    &7$ &7 !% !%

    Dimension 1

    2.01.51.0.50.0-.5-1.0-1.5

    Dim

    ensi

    on 2

    2.0

    1.5

    1.0

    .5

    0.0

    -.5

    -1.0

    -1.5

    BRAND

    IMAGE

    FF

    EE

    DDCC

    BB

    AA minorwomen

    nutritious

    yuppies

    freshugly

    unpopular

    sweet

    working

    children

    low fatcure

    popular

    tough

    attractive

    newcaffeine healthy

    premiumtraditional

    South Australian

    men

    fattening

  • ,+',,&)4++&-'),+ !

    H??$$

    ' 0GGG

    A =HI3A HI3

    #""=$4$?H$4$?$$4

    S&7$: :&7$:?44$(-$

    $$4$4$$

    A!!>"3 A7F!8

    $$S$$$?

    9?$4FS4$$?$$4

    $$?4$4$$4$$

    Count

    587 1212 701 1936 604 748 2139 2182 543 10652

    587 920 940 1745 1188 713 1858 1737 597 10285

    1212 920 879 831 1726 1631 949 1021 1494 10663

    701 940 879 1374 968 1420 1645 1891 1220 11038

    1936 1745 831 1374 2339 2451 347 959 2300 14282

    604 1188 1726 968 2339 1092 2594 2734 923 14168

    748 713 1631 1420 2451 1092 2571 2408 205 13239

    2139 1858 949 1645 347 2594 2571 678 2442 15223

    2182 1737 1021 1891 959 2734 2408 678 2329 15939

    543 597 1494 1220 2300 923 205 2442 2329 12053

    10652 10285 10663 11038 14282 14168 13239 15223 15939 12053 127542

    Atl

    Chi

    Den

    Hou

    LA

    Mia

    NY

    SF

    Sea

    DC

    ROW

    Total

    Atl Chi Den Hou LA Mia NY SF Sea DC

    COL

    Total

  • !/ 3&',!!

    -$?$

    1 GGG

    A 1!+03A *73.B

    H?)?4$44$$%$2

    A 4L+03

    #$$4$4$

    ' 'GGG

    A =3A 3

    G >

    !!=03=-3-73( >=G

    G >

    !!=03=-3-73( >=G

    -GGG

    -)#/

    /GGG

    "=

    -?(?

    $:4

    /$$0?1A?H?\ !%4$/$0

  • ,+',,&)4++&-'),+ !

    A!!>"5

    F

    G4$4$$,%F$4$$$$$

    ?\?$$$5G4

    4$$$5

    ?$F$$

    ?4?$#""A??

    A!!>"' !8

    2734 2147 1522 2033 798 2130 1986 595 552 2191 16688

    2147 2734 1814 1794 989 1546 2021 876 997 2137 17055

    1522 1814 2734 1855 1903 1008 1103 1785 1713 1240 16677

    2033 1794 1855 2734 1360 1766 1314 1089 843 1514 16302

    798 989 1903 1360 2734 395 283 2387 1775 434 13058

    2130 1546 1008 1766 395 2734 1642 140 0 1811 13172

    1986 2021 1103 1314 283 1642 2734 163 326 2529 14101

    595 876 1785 1089 2387 140 163 2734 2056 292 12117

    552 997 1713 843 1775 0 326 2056 2734 405 11401

    2191 2137 1240 1514 434 1811 2529 292 405 2734 15287

    16688 17055 16677 16302 13058 13172 14101 12117 11401 15287 145858

    ROWAtl

    Chi

    Den

    Hou

    LA

    Mia

    NY

    SF

    Sea

    DC

    ActiveMargin

    Atl Chi Den Hou LA Mia NY SF Sea DCActiveMargin

    COL

    Dimension 1

    1.0.8.6.4.20.0-.2-.4-.6-.8

    Dim

    ensi

    on 2

    1.0

    .8

    .6

    .4

    .2

    0.0

    -.2

    -.4

    -.6-.8

    DCSea

    SF

    NY

    MiaLA

    Hou

    DenChi

    Atl

  • ! 3&',!!

    -$4$$$$%?$$$)???$$$

  • !

    177$6

    -4$4F$ $ -$

  • ! 3&',!

    $6C01F

    -2$?4$4? 4?$$9/"A=10?-)?$ -$""?$$?$$$$$$$9?

    -2$$$$$4$4?2)

    1 ?$4$$$a"a"a">aaa">a

    1 G \aGHaG

    1 6

  • -.,,4&)4++&-'),+ !

    H?4$4

    '2!GGG

    2!5#'0HI

    0+0#2HI

    +0399919195020$/HI031 9319319131931

    9191G >-73

    9G >-73#

    G >-73

    1 G >-73

    319131G >-73

    31931G >-73#

    2GGG

    /"

    2

  • %% 3&',!

    F$F$#2$?)$$$('(="$4-$$$"

    A!">! $

    -?$?$$

  • -.,,4&)4++&-'),+ %!

    -$?#"

  • % 3&',!

    -/$20A:4B?;>G$$G

    $$X4$

  • -.,,4&)4++&-'),+ %

    A!">*

    C$1$4$$$

    ?- $$

  • %/ 3&',!

    A!">. 7?

    C$?$-?$?$$?%34%3)44-$$$44)$$44?44$$$-

    $$)$

    -4F$$??$$$-$$#"'?4$$

    #"9?$$4$-

    )"$$?$$

    Dimension 1

    210-1-2

    Dim

    ensi

    on 2

    1

    0

    -1

    -2

    -3

    -4

    Brass

    Length in half-inches

    Bottom shape

    Indentation of head

    Head form

    Thread

    YES_Br

    Not_Br

    2_1/2_in

    2_in

    1_1/2_in

    1_in1/2_insharp

    f lat

    STAR

    NONESLITCYLINDER

    CUP

    ROUND

    CONE

    FLAT

    Yes_ThreadNo_Thread

  • -.,,4&)4++&-'),+ %

    A!">/ 7?

    $?$?

    $4F$$$)7$?

    )$ ? $ # "1 2$ $"?1$?)

    1$)

    9?$4$

    $$-

    $$4$4)$

    2

  • % 3&',!

    A!">3 +F00

    A!">5 +F00

    Dimension 1

    210-1-2

    Dim

    ensi

    on 2

    1

    0

    -1

    -2

    -3

    -4

    Yes_Thread

    No_ThreadNo_ThreadNo_ThreadYes_ThreadYes_ThreadYes_ThreadYes_Thread

    Yes_Thread

    Yes_ThreadYes_ThreadYes_ThreadYes_ThreadYes_Thread

    Yes_Thread

    No_ThreadNo_Thread

    No_Thread

    No_ThreadNo_ThreadNo_ThreadNo_ThreadNo_ThreadNo_Thread

    Dimension 1

    210-1-2

    Dim

    ensi

    on 2

    1

    0

    -1

    -2

    -3

    -4

    CONE

    FLATFLATFLATCYLINDERCYLINDERCYLINDERCYLINDER

    CONE

    ROUNDCYLINDERROUNDCYLINDERROUND

    CONE

    CUPCUP

    CUP

    FLATFLATFLATFLATFLATFLAT

  • -.,,4&)4++&-'),+ %

    A!">' +F00

    A!">!8 +F0

    #"3?-+>?

  • % 3&',!

    #"A?-)$4?

  • -.,,4&)4++&-'),+ %

    A!">!! $

    7?$#""$

    ?1)!$$$4

    A!">!"

  • !% 3&',!

    A!">!( +F0

    -

  • !!

    2$6

    ;

  • ! 3&',!

    00

    /73919999999999993

    -GGG

    -73(

    GGG

    #500

    +003.3399

    /GGG

    "! HI!

  • )-,+&)&).&-'),+ !

    A!(>!

    -?"()$$? ?))$$-$?$5?$\$$4*$7*$$\?$$$45)$$)$

    0B

  • !/ 3&',!

    -2$$.3

    A!(>"

    7$$4 $ $ $4 $ .3-)$$$$2:)7%$$2

    -GGG

    -3-73

    2GGG

  • )-,+&)&).&-'),+ !

    /GGG

    !HI" "2!G7"10

    2GGG

    "

  • ! 3&',!

    A!(>*

  • )-,+&)&).&-'),+ !

    A0

    -

    $$$?. #!(&

    #"1?$

  • ! 3&',!

    A!(>/ #"(&

    #"'?$3

    4$?$$$$

    P$Q$47$?$4?$)$$4$4$9?$42$4$

    Dimension 3

    .8.6.4.20.0-.2-.4-.6-.8

    Dim

    ensi

    on 2

    1.0

    .8

    .6

    .4

    .2

    -.0

    -.2

    -.4

    -.6

    Uncle

    Son

    Sister

    NieceNephew

    Mother

    GrandsonGrandmotherGrandf ather

    Granddaughter

    FatherDaughter

    Cousin

    Brother

    Aunt

    -.999 .062 .027

    .013 -.118 .985

    -.079 -.992 -.169

    Variablegender

    generation

    degree

    1 2 3

    Dimension

  • )-,+&)&).&-'),+ !

    A!(>5

    ?$$$$$$$

    $$4$$$4$?$$-?4??$$$$$$$4$?"$

    $$$$2$4$?$$?)

    $

    & ?$$4$$$4$?

    $$$?$

    0B

  • % 3&',!

    $$$2$$$/ 0$$2:7%$$2

    -GGG

    /71#2

    GGG

    +0399

    G

  • )-,+&)&).&-'),+ !

    A!(>' 6

    2

    -$$2

    $$$

    A!(>!8

    -$5?$#"(('*$$$$(("1=

    Proximities

    100806040200

    Tran

    sfor

    med

    Pro

    xim

    ities

    1.6

    1.4

    1.2

    1.0

    .8

    .6

    .4

    .2

    Source

    SRC_6

    SRC_5

    SRC_4

    SRC_3

    SRC_2

    SRC_1

    .03157

    .17769

    .62320

    .08231

    .96843

    .98409

    Normalized Raw Stress

    Stress-I

    Stress-II

    S-Stress

    Dispersion AccountedFor (D.A.F.)

    Tucker's Coefficient ofCongruence

  • 3&',!

    A0

    -

    $$$4

    $

    A!(>!!

  • 76

  • - 42

    $ $4 %:

    $$2$4$2644242??$

    $?4-

    $$$4

    42

    5$$?)$2$

    AFK

    7$$

    $$$$$?

    J7F7?$444

    ): 4?$

    +$?

    7$2

    7$

    7

    ??

    4$

    4?$$$

    +

    ?

    4? /?4 ?0-

    4?$$?4$$ 4)

    $+

    ?

    ?#2$

    76

  • 4&,5,,,

    +$$4$7$?? /YY0? 4?/G$$9$4420

    F F?

    +$$F /Q R0$

    G/ST0$\44$$?$

    +$$$

    :S2$$$$

    -

    ?42

    76

    L$$?$$??

    42??

    +

    ?$?

    4 $- $

    $

    4?))$

    4?

    C$$$$$

    \ 4 $ 4? 4 $

    9? 2

    $?F $$

    \ $$4?$$ $$?$?$

    +$4223(

    -$$4$

    #2$

    FREQUENCIES VARIABLES=JOBCAT SEXRACE /PERCENTILES=25 50 75 /BARCHART.

    freq var=jobcat sexrace /percent=25 50 75 /bar.$ $ $-2$

    )$

    $?

    $

  • -K

  • +

    ANACOR TABLE={row var (min, max) BY column var (min, max)} {ALL (# of rows, # of columns) }

    [/DIMENSION={2** }] {value}

    [/NORMALIZATION={CANONICAL**}] {PRINCIPAL } {RPRINCIPAL } {CPRINCIPAL } {value }

    [/VARIANCES=[SINGULAR] [ROWS] [COLUMNS]]

    [/PRINT=[TABLE**] [PROFILES] [SCORES**] [CONTRIBUTIONS**] [DEFAULT] [PERMUTATION] [NONE]]

    [/PLOT=[NDIM=({1, 2** })] {value, value} {ALL, MAX } [ROWS**[(n)]][COLUMNS**[(n)]][DEFAULT[(n)]] [TRROWS] [TRCOLUMNS] [JOINT[(n)]] [NONE]]

    [/MATRIX OUT=[SCORE({* })] [VARIANCE({* })]] {file} {file}

    YY!$

    4?

    +F

    '' 2$4?$$??$?)?4$

    +

    \4?4'' 2$

    20=\4$5?$

    \F)$$$?$

  • % 4&,5,,,

    9

    -'' 21'?5*

    G4$'' 2)?)$$$41'?5* 2* 21

  • !

    F

  • 4&,5,,,

    $6DATA LIST /COL01 TO COL07 1-21.BEGIN DATA 50 19 26 8 18 6 2 16 40 34 18 31 8 3 12 35 65 66123 23 21 11 20 58110223 64 32 14 36114185714258189 0 6 19 40179143 71END DATA.ANACOR TABLE=ALL(6,7). '1'5

  • $ ? $ $ , $5 4 ? 2 ??$?$)$/?$0

    - 1

    928-25??-$?4$4$??$

    - 1

    9 28-25?$-$?4$4 $)

    ?$$

    - 4?4$BO2-'5

  • / 4&,5,,,

    + 9K+ 12"

    $ 2K+ 1

    +$ B

    A"

  • -$$

    $$-$4""

    -$$

    -$4

    L4?'55 $ $$?

    L4?-':$$$)$4

    $6

    ANACOR TABLE=MENTAL(1,4) BY SES(1,6) /PLOT NDIM(1,3) JOINT(5). -

  • 4&,5,,,

    , 2$M 11

    >> $? $

    9

    -

    '1* ? +'

  • +

    $2?42?H$+'

  • % 4&,5,,,

    +'

  • !

    -L

    ''5K

  • 4&,5,,,

    K2$ B%F$$4/$$$0-?4)$ $$4$$%?$$$$$$$$$$ '1*$4$$$$4

    +

  • % +K%J7F

    '1 =/$$ $ =0- $ '\4 4 4?

  • / 4&,5,,,

    K-$2$ L

    -F//5*-*1'K

  • -/

  • 4&,5,,,

    +$ B /

  • - 4?12$$$4?$''5K

  • 4&,5,,,

    +KA-$

    -2F14/4$?$F02$$+2$4/44$04$

    <

  • + $+

  • % 4&,5,,,

    +

    >\4?4 2*/2* *$

    7>\4$4?$

    $?7>\?$F$

    2>\4)F+$

    =>\45

    20=>\4$5?$

    >\F/)

    $0?$#$$$?4

    \$45$?$

    \$?$4$

    I>\?2$?$2$/0$$?$

    9

    - 2*/2* *1'?5*

    G4$ 2*/2* * ?)$ $ $4 )$

    4$??$

    $

    2$?$?

    +

    -1'?5*

    7$$

    4

    76

    6$4 4?-*'F*

    6$4 4?1''

  • !

    +

    $4$2

    -

    -$ $ 2*/2* *?$$$(

    8?$$4F$5

    -2$4$((

    -2F$$((

    $6

    CORRESPONDENCE TABLE=MENTAL(1,4) BY SES(1,6)/PRINT=RPOINTS CPOINTS/PLOT=RPOINTS CPOINTS.

    -?$ !"##1'?5*

    !"$"*##$"'

    -

    4$?$?$$4

    -?

    $-$??$?$

    9-$

    1'?5*?$$$?$-?$4 4??K

    -1'?5*

    F

    F

  • 4&,5,,,

    $6DATA LIST FREE/VAR1 VAR2.BEGIN DATA3 16 13 14 24 26 36 36 33 24 26 3END DATA.CORRESPONDENCE TABLE=VAR1(3,6) BY VAR2(1,3).

    '1'5

  • -1'?5*J'55$$$-/*0?$

    -$$)*"+ ?$$4%7

    - ? $ *

  • / 4&,5,,,

    $6CORRESPONDENCE TABLE=MENTAL(1,8) BY SES(1,6)/SUPPLEMENTARY MENTAL(3) SES(2,6). F//5*-*1'K$$ !"2$$##$4

    $6CORRESPONDENCE TABLE=ALL(8,6)/SUPPLEMENTARY ROW(3) COLUMN(2,6). F//5*-*1'K$$?$2

    $$$$$4

    $K-

    -*;F'5

    ?$4? F$

    #?*;F'5$$$?4$

    $?$-$$1'?5*

    ?$$

    #$*;F'5*)*"+ $$?4$$-$?$$

    8?$F$$4

    -2F$?$?$

    "

    $6CORRESPONDENCE TABLE=MENTAL(1,8) BY SES(1,6)/EQUAL MENTAL(1,2) (6,7) SES(1,2,3). *;F'5$$ !"2$$ !"$$##F$

    2$K $

    --*'F*

    ??$$

    6$4 4?$4

    -$$? 4?$$

    1 28-???

    ?$-$-*'F*4$4

    $K-< A-FF)?$??$

  • 4&,5,,,

    - 1

    9 28AF!#+I-

    25?$-$??-$?4$4$?$$

    -$$?44$B"O"$7$"F$/

  • +$ B#+!/1

    A"*

    +#& 9

    +#& 9

    9-+#& 09-$$-$$$?2-'5

  • 4&,5,,,

    -$4-$

    27$$4 4?-':$$

    #12M1 25F-$)?$

    #/2

  • >>?

    , 2$M 11

    >>;*>A";B,>AB""B=)A;?>"1

    >>\$$24

    $$?$

    $$?$

    9

    -/2: '5$$?4$$G4$/2: '5)?)$+$$$$$/4)$0 2 F ? 2 $-22)$-$4)$2$G4$$$

    76

    -/20422

    !$4

    ?$$

    $4$$?44

    -

    /2: '5$

  • ! 4&,5,,,

    $6DATA LIST /object01 object02 object03 object04. BEGIN DATA 0 2 6 3 2 0 5 4 6 5 0 1 3 4 1 0END DATA.

    PROXSCAL VARIABLES=object01 TO object04. -2$$4 242

    -$$4*

    9-$

    -1'?5*

    ?=$, 1'?5* 2 $ /2: '5$$

    4 ? =2 $$2$$?4$

    , $4 $ 1'?5*

    ?$ 54$

    =$$$

    4)$?)$26'/*)

    ?$$$

    $$]$$$$

    =

    6

    /2: '5/2: '5)$$+$2

    4$$/2: '5$$

  • $ !

    1-$4

    ?"$-$$$$4

    -$$$$4?$6

    $$$/2: '5$$$#)?

    $6DATA LIST /r_id c_id men women. BEGIN DATA 2 1 1.08 1.14 3 1 0.68 1.12 3 2 0.95 0.75 4 1 0.96 0.32 4 2 0.76 0.98 4 3 0.47 0.69 . . .... ....

    .. .. .... ....

    13 10 0.55 0.86 13 11 0.61 0.97 13 12 0.46 0.83 END DATA.

    PROXSCAL men women/TABLE=r_id BY c_id

    /PLOT = INDIVIDUAL (women). /2: '5?24/0??

  • !/ 4&,5,,,

    $6DATA LIST

    /r_id c_id s_id prox. BEGIN DATA 2 1 1 1.08 3 1 1 0.68 3 2 1 0.95 4 1 1 0.96 4 2 1 0.76 4 3 1 0.47. . . ....

    .. .. . ....

    13 10 1 0.55 13 11 1 0.6113 12 1 0.462 1 2 1.143 1 2 1.123 2 2 0.754 1 2 0.324 2 2 0.984 3 2 0.69. . . ....

    .. .. . ....

    13 10 2 0.8613 11 2 0.9713 12 2 0.83END DATA.

    VALUE LABELS s_id 1 men 2 women.

    PROXSCAL prox/TABLE=r_id BY c_id BY s_id

    /PLOT = INDIVIDUAL (women). /2: '5?24-?

  • $ !

    /2: '5 ? 24 - 2 9 # $?)$2/2: '52 F 2 2 ? $?)$$ $$2 4

    -$$

    K$ =

    29#)$2/2: '52 F 2 2 ? )$$ $$2 4

    -$$

    9+1 + 9 - $ $$ $? $ 4 /2: '5 $ F

    24

    4? $?)$$-$$

    4$/$0$

    $6PROXSCAL object01 TO object07

    /SHAPE=UPPER.

    /2: '5 F $ 2 ? )

    $

    7$$$?)$2

    -

  • ! 4&,5,,,

    + %$ + 7$$$$$

  • $ !

    +