Glück als Erziehungsziel? Über die Möglichkeiten und Grenzen einer glücksförderlichen Erziehung
©2013
Bachelorarbeit
54 Seiten
Zusammenfassung
Das „Glück“ ist ein Motiv, das sich in praktisch allen pädagogischen Berufsfeldern wiederfinden lässt, denn „kein Pädagoge wird theoretisch wie praktisch das Unglück des Heranwachsenden ernsthaft erwägen oder gar in Kauf nehmen wollen“ (Taschner 2003:7). Ist nun aber das Glück mit ausbleibendem Unglück gleichzusetzen? Und ist eine Erziehung, die auf die Vermeidung von Unglück hinarbeitet, als eine Erziehung zum Glück zu bezeichnen? Oder ist es gar eine Unmöglichkeit, durch eine Form der Erziehung das Glücksempfinden im späteren Leben beeinflussen zu wollen? Fragen wie diese zu beantworten ist das Ziel der vorliegenden Arbeit. Dazu werden wissenschaftliche Erkenntnisse über das Glück, seine Bedeutung und seine Bedingungen systematisiert und somit die Grundlagen einer Erziehung zum Glück erarbeitet. Die Erkenntnisse werden schließlich zur Beurteilung des von Ernst Fritz-Schuber konzipierten Schulfach Glück herangezogen.
Leseprobe
Inhaltsverzeichnis
(.3.
"
" $
/
" 1
? ?
;
2 "
2
E
2
?
!
" !
" .
#
"
:
"
#
2
-
" 0
"
"
%
C # D2 C #
"
D2 C #
" ! "
D
"
"
%
"
" 2
> ?
" 1
"
"
$
"
. /
"
$
"
#
K
" 2 "
"
? #
" >
"
> ?
"
" . /
:
2
2
' # "
:
"
#
.
"
"
$
#?
"
"
"
> ?
.
/ 8
K
=
"
1
# "
"
$
"
2 " 8
" "
=
" 1
A
"
"
"
0?
" >
2
"
:
"
1
"
> ?
#
. ! #
"
?
>
P
" A
"
"
!
"
2 " -
?
" " - K
. R
"
" ?
2
"
" %
" "
2
"
#
" " :
"
2 "
"
1
#
. /
"
2 "
(.G
"
?
"
6
"
"
2 "
3.G " 4
"
"
!
"
"
0 "
"
" "
+.G
!
"
%
C # D
#?
". 8
7 "
2
0
2
7
!
"
" .
$
"
"
1
7 "
" 2 "
"
"
" :
"
1
& /
#
2 "
2
1
2
0
"
-
"
. /
1
"
"
"
#
" " . /
" 2
!
"
#
#
?
2
C
?
D " 2
"
$
"
.
'
(.+. 1
" 1
/
> ? 2 "
"
#
"
2 "
0
2 #
"
#
:
!
2
>
" #
2
#
?
F "
G
#
" = "
. / " "
!
"
#
"
F> ? 3.(.G2
"
/
#
#
F> ?. 3.3.G
" "
2
=
"
#
!
F> ?. 3.+.G. 0
J
"
> ?. 3.'.
2
?
!
" #
" C
"
D
#
P
"
# "
#
1
" "
%
! "
".
4 "
> ?
" "
%
2 "
2
"
" "
. / "
!
F> ?. +.(.G2
<
"
"
"
> ?
"
> ?
"
"
E
F> ?. +.3.G. /
"
J
F> ?. '.G.
5
3. 6
"
#
C1
# 2
1
5.
"
. O .
!
3
HMI.
"
#
& 4 0
2 "
"
<E
L
"
% " 1
2
E
"
#
2
$
"
D
F%
S<
S
0 E
3,((&(G. / !
" $
"
"
2 "
"
#
"
2 2 "
" "
"
#
4
?
. /
> ?
"
"
2 "
# 2
"
2
2 "
4
?
"
"
"
$
2 "
2
#
2
"
. / "
" !
2
"
" "
! "
F> ?. 3.(.G2
"2
! "
2
"
#
"
!
$
"
&
" : 2
;
"
"
1
F> ? 3.3.G. /
P
2
" =
"
#
"
!
F> ?.
3.+.G2
J
"
"
" ! "
2 "
# "
#
! "
" F> ?. 3.'.G
3.(. !
C/
T # U "
"
" . 4
0
"
R
#
$
8
. 4 "
! "
" "
!
K
K
1 " #
T
" U " T8
V
U
"
" "
D F$
3,((&(G. !
#
& C1
"
$
#
H
I
" 2
"
#
. /
H7 "
I
2
"
"
"
! "
"
.
#
"
#
. 4
0 "
"
"
"
" %
D F!
3,,3&*G2
"
"
"
"
8
!
" &
/
C # D
2 "
"
!
C
7
" D
" C8
"
D
"
J
"
C
8
D.
)
C/ "
0?
#
#
J /
E
2
!
#
#
. 1 "
" 1
WX[\] F 4
G2 ^_bcdeg\hc
F
G
" ecicjdkW]l F
G
'
2 "
8
2 "
2
"
6
2 "
E
2 "
2
2 4
42
" 4
7
"
"
2 "
2
''
2
82
2
"
9
" 2
"
/
"
m # n2
E ?
"
# 2
#
"
"
"
9
2
"
" "
0
#
"
D F<E
3,((&(G. R
#
"
!
<
" 2
"
;
"
#
. 1
"
P
" "
0?
" ! "
"
"
!
C #
D
" C #
D.
#
#
2
"
?
:
2
"
:
" "
"
2 " F! "#
" 8
G!
"
" "
#
"
0
. C #
D
7 "
2
2 >
?
& 0
?
" =
P
#
"
?
"
" 2
"
E
2
F
"
G
"
8
2 "
8#
" ! "#
" "
;E
"
"
E
& C/
"
" "
0
H
&
=
"
L 1
. %!I
#
"2 "
"
0
. /
"
8
" "
E
"
#
H"I2
" /
8
" & 0
#
2
"
2
"
! "#
"
0
"
D F:
3,((&'G. /
"
"
"
:
/
"
#
7 "
"
.
=
"
$
#?
2 " "
#
!
"
.
"
C # D
" "
0?
@ /
"2
"
"
<
"
E
"
"
' 6
F
G&
& >
2 < "
2 "
" "
2
L
&
# 2
#
L
&
#
2
F
6
& -R;0 E
G
5 6
F8
G&
&
2 :
2
#
L
&
# F
G2 0
2
2
L
& # 2 #
) 6
F
E
G&
& #
:
L
&
# L
&
#
L
& 0
2 # L
& #
#
B 6
F
G&
&
# 2
L
& :
"
2 E
L
&
#
L
& :
2 # L
&
L
& #
9 %
" F . # C6
DG
:
"2
"
"
"
" "
!
#
" . / !
"
? . !
:
" 2 "
" "
"
2 1 "
.
B
"
E
C
#
D
" C
D
2
" C? E
"
7 "
".
H
"
L 1
. %!I $
2
$ "
"
1
D F0 "
(*)5&(G. / =
"
"
"
"
# "
2 0 "
/
#
"
#
. / 0
#
"
2 C" J H I
#
2 " :
1
1
L " J H I
%
"
"
0?
2 "
6
L " J H I
!
1
"
". H
"
L 1
. %!I
?
" 2
J
H I
"
J"
" "
D F ".&3'BG. /
2 "
"
# #
"
J
!
" 2
"
0
"
#
:
F
G
.2
?
2 "
1
0
F .
".&3'*G.
"
. O . " "
#
"
K
K
!
C
D
" 2
"
"
!
K
"
" F .
"&3'BG.
<E
"
! "
"
& Cm8#
n
"
"
m # n. HMI /
$
m #
n
"
"
m
n HMI
$
J 2 1
#
"
#
m8#
nD F<E
3,((&(G. 0
"
#
" :
"
2 "
2
C8#
D2
? .
"
; 2 C
# D ".
#
2
J "
<
2
:
" " !
"
" :
"
. "
"
"
:
C8#
D
" C1 #
D F "
! "#
" ! "#
"
. ;
" 8 "
G
1
& CR
" 8#
2
"
2
"
2 "
8
?
2
#
. /
D2 # <E
2 C
#
"
J 8#
#J D F ".&3G.
R
"
0
"
! "
#
"
#
2
2 "
"
#
" "
0?
"
" "
"
"
.
"
"
:
#
"
# 2
"
0?
"
F . .G2 P
/
.
/
"
1
2
"
%
.
9
! "
#
$
%
&
C #
J
"
# " :
"
"
"
"
HMI2 "
"
!
"
"
?
D F:
3,((&((G. / !
C
" D
C8
"
D
J
"
"
K
K
" & 0 "
? .
#
.
0 "
" !
"
" 2
2
0
"
#
. / !
C
7
" D
" C8
"
D
"
"
>
2 "
" #
"
"
"
"
"
" . 0
" 1
F .
G2 "
" 8
"
8
"
F.!.
2 ! "
2
"
2
"2
.G
2
7
. /
2 "
# " 8
"
! "
2 &
(
&
&
2
?
. .
"
!
C
$
" D
*
"
C
7
8
"
D
(,
" . /
"
"
" 8
"
" =
"
>
?
. 0
" #
" " :
"
? . "
0
2
"
F .
G 0
2
"
2
"
"
"
#
'
"
"
F
"
> "
G
! "
2 "
"
N
" 0
F .
" $
/
" 3,(,&+*, .G
"
"
2 "
"
" "
"
F . /
-
3,(3&'9G.
% "
"
"
!
2
"
" 8
"
2 ?
" K
K
" " 2
:
"
"
F
7 "
"
0 "
" !
1 "
" G& C
" "
"
"
/
"
"
"
:
"
"
"
#
2
"
!
"
:
"
"
HMI H #
I
2
"
" !
" >
"
8
?
F:
3,((&((G. / :
"
2
J :
2
"
?
2
"
# F
"
:
"
"
=
"
G.
* / !
C
7
" D
"
F #
G8
2 .
< &
;4O
3,,B28!0 4
3,,*2
" $
/
" 3,(,2 %
4
3,(32 . ..
(, / !
C
7
8
"
D
"
? .
;
F/
-
3,(3G
*
'
%
/
(
F "
"
(
<
!
2 "
-
"
"2 " " -
?
F "
"
G
"2 "
"
%
"
#
"
"
"
! "
# "
#
"
# 7 "
/
#
:
.
/ %
" 2
" "
-
?
2
? #
6
"
1 "
# . /
" C6
n # m HMI "
" 2
"
"D F
(***&(5G. /
# "
"
2 "
" !
C # D C "
?
! "
2 "
"
?
#
"
P
#
"
D F ".&)B .G. 1
6
E
"
1 " #
C
D2 C
"
" C
D
2
7 "
"
;
2 C" J
H I
-
2
" "
"
8
" "
"
< "
D F ".&()G. /
2
2 " "
"
. C;
"
n8
m2 n8
m2
"
"
1"
n
m2
"
n
"
8
m F ".&)9G.
"
2
(
" = "
@
/
(
F "
G
2
E
2 "
" " 2
C
D
"2
"
:
" "
8
2
"
-
2
"
"
"
2
F ".&)*G.
"
"
:
"
"2
- ?
2
$ "
"
" 1
2 "
7 "
;
:
"
.
"
2 "
2 "
E
:
8
"2
2
?
E
#
C ?
D2
8
C#
?
E
: D
" C
2
" >
D
F .
(***&)*G.G. C0
" $
2
#
"
?
E
#
?
-
2
&
=
2
"
2 " J H I
"
R?
"
#
D F ".L <
%!G. /
2
"
? #
1
2
"
" "
(
) % "
#
"2
2 "
8
E
:
#
"
"
#
. /
"
2 "
8
"
:
"
(
2
" "
# " 2 "
"
:
# "
-
.
"
"
.
/
(
2
7
8
2 "
"
"
:
2
2 "
"
(
. "
(
. /
"
"
"2
"
/
8
"
2
"
?
E
" 2
2 "
8
(,
"
/
E
0
2
"
E
"
"
6
2
2
" " #
0 ? 2
" 8 "
.
?
1
2 " C # "
:
D
"
<
2
2 "
#
6
8
0?
2
"
K
2 " C
8
# "
0
D2
?
2 "
"
< "
# " . 1
"
"
2 "
J
1
"
8
#
2 "
"
"
?
2
? .
2 "
8
3
F #
"
G
"
/
"
#
2
,,
2 "
"
:
< "
-
#
"
.
%
"
1
2 "
"
(
8
8
2
"
"
?
"
"L "
J
" "
" 1
2
K
#
.
(*
+
%
! #
"
!
"
2
"
(
2
2 "
E
8
#
"
2 "
"
8
0
" "
"
"
:
. # " :
F .
&
(
<
"
<
"2 "
"
" 4
. 4
" "
"
(
2
" "
"
7
"
@
%
C
1
2 "
C # D
"
7
?
1
" D F!
3,,3&(5G2 "
" "
L "
#
J
# " $
(
)
"
C1
" !
"
4
"
2
#
2
& C #
" 2
"
D2 "
"
"
"
"
<
"
E
?
#
D F!
3,,3&)G. ;
1
"
E
#
%
2 " "
2 "
7 "
"
"
!
"
(
2
" "
"
C
;
D
#
"
"
E
.
P
7 "
C<
2
HMI
#
D F!
3,,3&(5G. /
V
P
2
"
<
"2 "
7 "
2 "
>
P
"
2
#
((
"
&
2 " "
(
F .
(***&)9G
((
2 0
"
#
. 6
"
?
"
$
# 2
#
"
#
2
1
. 1
"
C1
D
7 "
2
"
C"
=
R
D F!
3,,3&)G
" C
?
" # 2 "
$
"
C
D ?
R "
"
C
D
:
#
" K?
F ".&)G. / 4 " "
" $
"
#
? 2 "
E
2
"
2
2
" 1
"
E
$
(
!
2
"
" 1
"
" 7
. /
2 "
!
"
(
E
o
$
2 "
(
! "
#?
2
" -
?
O. ;
1
"
. C
2
8
"
8
D2
"
"
".
,
-
(
#
%
%
+
/
(
(
"
;
$
" 2
C>
?
"
D
2
" 7
" %
2 " "
"
"
. /
" 1
.
& C
$
"
"
6
"
"
P
"
8
" "
1
"
@D F;
(***&(9BG
"
# " "
"
2 "
CH I
H E
I2
L "
"
"
"
"
8
D F ".&(9BG. /
2 "
2
"
2
& C
J H I
1
"
2 "
8
@D F ".&(99G. 4
C> ?
"
D
"
<
2 "
C
D
" "
>
"
F ".&(9* .G.
/
8
;
"
"
"
1 ?
&
/
8
"
?
" C
H
I
1
"
% "D F ".&(*,G. /
"
P
"
P
"
2 '
" 2
" >E ?
! "#
"
E
& <
2 /
2 "
! "#
0
2
P
$
"
F ".&(*( .G. /
J "
" "
2 "
"
2
=
'
2 "
=
2 "
8
&
F ?
G "
2 "
#
'
>
#
" "
>
#
? " F ".&(*+ .G.
"
P
"
(3
>
%
" -
G
"
"
?
'
F ".&(*' .G.
/ C
0
" > ?
"
D F .
".&3,,G
" 7
=
#
2 " "
. / "
"
!
# 2 "
;
& C4
2 " J H I
8
2 "
"
2
8
2
"
2
D F ".&3,3G. /
2
"
" ! "
8
;
"
?
"
2
8
8
2
2
"
"
0
2
"
$
"
2
C
"H I
"
H ID F;
(***.&3,3G
. /
"
2 "
0?
? "
F
>
/
G2 !
2 C
$
"
D F ".&3,3G
"
2
"
8
?
"
. 8
;
"
2
! #
2 C $
"
%
2
-
" "
;
D
"
"
" 0
F . ;
(***&3,, .G. %
;
> ?
"
"
! ?
2 7 "
"
" 1
2
2 "
"
8
"
7
.
(+
3.3. /
#
#
"
" 1
"
"
!
2 "
2
2 7 "
"
"
> ? 2 "
" 0?
"
$
2
P?
"
" . /
"
/
2 "
# "
#
! "
"2
" .
(3
.
/
:
!
"
#
"
! "
2 "
"
#
"
<
"
#
. 0
"
#
"
" 2 "
" /
1
"
.
/ C
E
D "
#
"
. ' @ " . C0? J
1 "
0
" 0
#
D F:
3,((&BG
"
" =
C P
?
D F "G. /
"
2 "
" 0? J
1
"
2
"
" !
"
"
E . /
8
#
"
"
0? J
2 " " #
E
"
1
"
0? J
"
. N
# "
#
"2
= &
". / = &
"
' @
- ?
"
2 "
"
0? J
"
2
?
!
2 "
"
!
! "
2
" "
?
"
> ? "
. /
"
? .
1 ?
"
#
2
C
"
"
4 " "
2
1
2
# "
J
2
"
0
2 %
"
"
"
D F:
3,((&BG. /
#
"
"
#
"
:
"
? ?
7 " 1
2 "
"
"
"
%
"
"
2 "
:
"
#
. /
" C #
D2 C ?
E ?
D
" C
?
"
D 1
F .
".&*G.
/
" :
"
2
" 1 #
%
2
0? J
"
2 "
"
#
2
:
"
#
. /
" <
:
p
2 C"
=
# " 2
2
"
D F ".G.
" :
" "
C
#
D
" " C
:
"
D "
>
"
#
"
.
(3 / "
/
C
# S
# D
" C
7
S " "
S
# D
0?
"2 "
"
0
" .
('
/
"
-
? /
!
"
:
"
'
& C ? "
"
2 "
:
"
:
"
"
" "
:
"
"
.
? "
#
?
$
L
H . ' @A 1
. %!I HMI
"
"
#
" <
2 " >
" " $
0
"
%
D
F!
3,,5&+G F . = &G.
0
2
-
? 2
"
'
#
#
"
2 "
! "
#? & C$
J
#
"
"
? "
#
"
2 " J H I
# " 7
2 "
<
#
"
#
L " 0
? "
#
"
" 0
"
J
"
"
J
"
H I 8
D F0
(**5&)3G.
#
0
2
"
<
"
"
" "
"
8
2 "
"
2
#
0
2
8
2
"
"
"
#
?
. 4
"
" 7 "
"
#
F "
G
$
"
2 "
0
!
"
# "&
"
? "
# F . 0
(**5&)+G.
/
'
"
'
F!
G . "
#
"
# F0
G
2 "
" "
2 "
:
" "
F?
"
?
G
2
? "
2 .
"
2
"
:
" "
?
#
"
#
F . !
3,,5&'G. /
"
-
"
"
8
#
"
2 "
#
"
#
"
2
"
?
" "
-
"
#
"
#
. /
(
1
"
? "
#
C "
"
-
D
F%
3,,+&')G2
"
"
? "
#
#
;
C
D
"
"
E
2 "
" ?
"
$
"
#
.
/
"
! ? 2 "
" 2
? . "
P
" "
8
2
? "
#
2 "
-
"
8
3
"
" "
F
G
>
V
#
F1
?
"
#
G. /
#
E
. 4 7 "
"
?
"
#
2 "
#
?
"
" 8
2
"
"
< "
$
.
! #
"
#
2 "
" =
P
"
?
"
2 "
"
E
2 C
"
"
"
"
8
D F0
(**9&((*L .
%
3,,+&')G2
7
"
"
$
2 "
E
(5
Details
- Seiten
- Erscheinungsform
- Erstausgabe
- Erscheinungsjahr
- 2013
- ISBN (PDF)
- 9783956845086
- ISBN (Paperback)
- 9783956840081
- Dateigröße
- 2 MB
- Sprache
- Deutsch
- Institution / Hochschule
- Johann Wolfgang Goethe-Universität Frankfurt am Main
- Erscheinungsdatum
- 2015 (Februar)
- Note
- 1
- Schlagworte
- Glücksforschung Fritz-Schubert Wohlbefinden Well-Being Lebenszufriedenheit
- Produktsicherheit
- BACHELOR + MASTER Publishing