• 検索結果がありません。

European Ties Guarantee Independence; A Case of a Bavarian Catholic Women Religious Order in 19th Century America

N/A
N/A
Protected

Academic year: 2022

シェア "European Ties Guarantee Independence; A Case of a Bavarian Catholic Women Religious Order in 19th Century America"

Copied!
25
0
0

読み込み中.... (全文を見る)

全文

(1)

European Ties Guarantee Independence; A Case of a Bavarian Catholic Women Religious Order in 19th Century America

著者(英) Midori Teranishi

journal or

publication title

Doshisha American studies

number 41

page range 115‑137

year 2005‑03‑21

権利(英) Center for American Studies, Doshisha University

URL http://doi.org/10.14988/pa.2017.0000008620

(2)

!"## $%&&

#'##&

$!&()%&

$&

'#&%&& *+ !,#$&#&

%&&##! $&

%- !&##'#$

% # .! $ &' #- %&%#.%&&

!&#

&'!#

&!#-# //#.&!

'#%

&# #-#//!&

#&0(!.$

(3)

!" #

$%&'$%()

***

!"* ++* ) # ,

**

-*+,.

**

*/$%('0&01

$2*$(1$$%&'- * *-3!! ! 3* *4 3 * $(

5) , * ) * !!

$)67*.

$(

** .

1$

$$2

59

$(8$, :-*;<886!5

!/ 9$(($!=!

!)5/ !9$(((

(4)

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

! #**+, !&-.#%

!' ! &

! &

!! !#$'

&.)

(% &

#(*(#%% #/01.&2

3

.%!4.-#5-6!!

7.&*%!

%#.&

(.&*%#!% %!&#' )$%#% &$568' 7**+,

**+,+! )

()#/ !**+,

56:'6:#1**#;8&

!#/ 7* *

*+, + 1

*&<**#52&

,0!

&#<=0 4

>&( ?*# !# !/&1 # #' ### &

(5)

!"# #

$ % ! " !"

#

# &''&( ) $ ( * #+ # ##

# # ,#-& # # #

$ % ! "

./' 0# # #

$ # # # % ++1 ### $ #0 2 - 3 # 4$ 5) $ ( # ##6#

# # 7 .8 .# /

5 # # 7 * "

# ! ) # # 5 .8

# ( $ # 9 &

:# # # ;# 7

# ( $ * #

&# .

$

5 = 5 & 9 1-#% <87.7

(6)

!"#$$%&'

()$! '*+ !+(

# ',

""#

'-."

!+!"!

! ' !# ((" / '

0""1 + '

!' "/ !"-23-43' "

'

"#' "'3"#

5$$%&$$%&' -63 ""

7 8$'9+:"#'

"(! / ,-2'*",-;' **'. +

%"<#1) 5+-+-'

: '"++'"

5++1'"0"

" ' 3 = (0#

!.) 5+,4+>;+

-2323"'6'6+>3;3?" "

' " '"

-;30 !+! " + #' + +-,30' "

--3+!""! +#"7"'8

(7)

!" # $$

% # $&'' ( )&

*# " !$+

, *# # - #

% $. *#

/ "$&&.# 0- 1 #"$&.' *# 2

#- - $3, $. - " ! /

, 4 5 6 56 * # 4

#

" ( --!

- #-

, -- 12- ,

7$

$+8

$$ 9% :;-#"

$.&<$7<

$+ %# 1#;%$..'3+

$3 #

(8)

! "# $% $%&&'( )

* %+,* , %,!!* $ %

&!-&

!

&%- .!, ! $#%/0

$$* !*%&$ $$ !0 %1 %!&$ %

#$*

2 $

$$* !$$* 3! 4! ! *!*0!!! #%%%%!!#

* * $!*! 0%

$$ $$%

&$!$$$

0 ! *5%%%%

* !$ #$ %%%%6

0#$!

+ 0 $ %##!9 -$0 ' !: $#&&'(!

*%$* ,!&&'($;<1%

1 $!1%

6 =>8!?;;18!--! *%!!-&%- .,!7<@%

(9)

!" #$%&

&' (

&)*+ ), - . / '

.

% $ / )0&1 ( 23

# - 1

& % (2 3 $45 ),6*

$ (

6) )44

)* 2 &89 2)0:,);7

), 3 (

)0 #%%<%

9 )*74$ =

);0;3)*,*# >3

)0

$ $ ),66 - &

45 2&$6

(10)

!"

#!$%$! "$!!

& '&($'&

'&)*+,! &&&&

-!$!."$$""&

" "&

% $/!

! .&&&&!!.0

"/ 12! !2 .3!!! 4!.!!.

'$ 5$.!

"&6

'!! &70 1-4! "&80 "$ ''#9 ! *,,$ "

& ''#9! &

" ''#9 ) )$:;:)' ! !&$) ' $1'!"&

"&

%.3 &< .$2$

<" .&2466' !" 0

""!$

6 %=,$(:$:+,$))&

*6**&

66 ) 9 5 $ &$'&

%!> $6:$*;&

(11)

!"#$ % % &'($

)*+!,-.

#$

. . .. * .. /. 0. /.

*1 ()-- %

! - - %

# *2

! 13 0 (#)"

*.4.+3..*13 ! " 5 6.

#-.7. $%

*

*+ ".

* '

!. 89:

*!.

+,

/

*1 *

*2 : .4

(12)

! "#$%%&'

%!( )! $$*

%!( ) + $ ! (%

, "!( #

" -%%&'

%%&'./0 !12 34%+

" #$+ ! 3 ,

")*

$$ 5 "!16

(- ,$#,

"(,7#!%#+

! 68219,"

$,,!%+ "!

"6826:2;6,8+

! %%&'"$

" $5"

!"$

,"

!

%%&' , + ;+ $!1!%"

"$ "

$<!4#"<+#+

12 ,8!

16 5,( % , ,!, ,( 7/,2,=8!

1 >? , 4 /,6,6!

(13)

!!"! !!#$%

#% #&

'&()&*$ + +!!","-./$!

! 0"#

"

" ! 0*

# #1 , +-!2"

"'3

# 2"

!2!

" $ ! ! 0 10*

0 !$+40*

! 2 !

" %

0*!! $ * ! $ 01 0 0* 2 2 " 01!

4&

&.5

&476

& 8 8 9

0:;.&.

. 01,;9**#"

*2- .)&7(7&47&6)

#&5

4 < =4.5.0" &(5(0 1 *

! >?3090":;&766&.)

(14)

!

"# $% $$&$'''

% $ %$""(

"')*

+, $""%(

""

" $ "% ' ')-

!+ &" $!

#% '!%

"#% ++./'!( 0" '

!#!+ &(

'#

'+% $1&

%#"'234 !."!+

%&, ( ')56!

%% '+ "" ' 7,$ " ."6# 0 85-./ ( $"9: +'')8 (

"% ! ! ') !+

)* =>)-;$/%?$8-)$! +$%'<' )- =>;))*$<?$8-$! +$%')?'

)5 3 4 !.$

%$!2 : 9$-$*8<'$"

!.$"=>;)"%'

)8 +$./!

"%'

(15)

!

"# $

%#%

#&#% # # # '()*+++# #% #, ,#

-,,#"## #%

##

".+

- / .0 1

-2,#% 34#

45## .) /##"%

# !" #

$

.0 0)6

87 7)

.+ 9:.877 ,))06;7 "

08)088

.0 06*)$ <$06;7 06;8$ 06;.

06;=$ 906=8 06=)$'06==

06=8$ 06;.

06=.$ # 06;.

06=*$599066;

06=7$>?067+

.) @

(16)

! "#! $

% !! $ "&!

'$(%) *

"!&&+ &

!,-.! %

%

/ % $ 0 /1&23&% % % & *

"$4--

! %

56$ ! 6'*

! /$(6(

7 & &

'284 $-9(%&

6% $ //:

;9<&=>&6%? 1$&/6 26$4626 4!$661: %

$1!%/ @* $=$:661:$.$

$->/%*

A %

-. 7BC=C&$>&;-C&/ /6$ 9;$

-- /1&9;=$

-9 6(7 &2D(6DE4 7&FA 0F'E&>&9C$

-> 3&->$

(17)

! "

!

#$% &

' ! ' !!() (

!!()

* +,%-&

. ! ! / 0 1 2 3/ 4 &

+5 * ! '

! ! ( )

65 " ! 3

$+

+78

$%

(18)

! "

#$%

&'

# ()' ** # &"

&+*

&#

&(%,+""-.*' -+/ ,000#' *+&# "

"#1*2+! *3"

#4+!+""-.

* 2#&* ! *5+!#&' !+!**#

!!&

+!&)#"'

**+! !!!

* #&"

*!!*&

+**/ #6' **%7$

*

*&*)+ #6) ***+!)*!

*# +8*'

*#9$

$% ;<=+"!0+%>+&#

,:%# * +*'

"&*)?

(19)

! "

#

$ !"

$%

& ' # ( # )( #

* # &&

& "

" * #

# + #

$ #", # $) # $# )-.

' # "##

$ # # !$ #$ / 0 & + #

12 234

15 67282928-1 : ( 22-

-. 22;

(20)

!"#$ %" &#'#$ !%# &

()# !*+ %

" ! ,-.&$$ "!% )/"%#0&#1$

&/&

!""23' $ #/! &$

%" )

#''

!

!$ &

& ! 2/ &#!-

%""23 '&&

!

%#&

'#4'! ' # % #/

!&#&'#' ## & #$ #!"#$' !2 %$##/#$ &'&'0""23' !#!#'

""23&5!#' &

6!#'' &7!#' ! ""23# '

- ,!

(21)

!" " # $% " &

'(

") * "%+

+ '+ "

"" + ,+

- .

&/ ) '-

"

% + "

'"+" +"+

% 0' '+

+

1 &

'

.2 2$.

1 %+ 1(' +2334+4

$ 5 6..7+ 2.+2879+ ' 2$3

. 2.9

(22)

!" # $ ""% "&

!"'

!"(#

! ! %#$

!# !' #

! #)) #$

%!

$# *' " %+

% !#, #- *

* %! #--./

* %" 0 $-1# $ ! --./1!# !--./'

" "# ' $

$%!

# #

$2 33%43#-!"! ! 5 -#"%%!0% " #)6 !

)) !%43#

(23)

!"#$ %"

&

&& '()&*

+&, & &

(++ *&

-# &

+.

&/0&&

+.

/&

1 * /& &

/(23 / +4 &%5* 6&+7

/ & $ & &

!&'8 && + + & &6

& +&

&&9 +*

& :&+!

&+*

&#+&* &* ';

<=

=;

(; 5+)

() +=2

( 0+9 (2 0&+ ==

(24)

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

*4 +5% %66"

* #$%7$" 8+9"+, "

(25)

参照

関連したドキュメント

Although the absolute vales are different, the order of the objective value decreased in the order of spunlace (D), air-through (A), meltblow (C) and spunbond (B) in the case of

compared to standard laparoscopic cystectomy in women with a dermoid

據說是做為收貯壁爐灰燼的容器。 44 這樣看來,考古 發掘既證實熱蘭遮城遺址出土有泰國中部 Singburi 窯

An example of a database state in the lextensive category of finite sets, for the EA sketch of our school data specification is provided by any database which models the

(II) The existence and uniqueness of the solution to the saturated-unsaturated flow model written for di ff usive form of Richards’ equation was proved in the three dimensional case,

A lemma of considerable generality is proved from which one can obtain inequali- ties of Popoviciu’s type involving norms in a Banach space and Gram determinants.. Key words

We show that a discrete fixed point theorem of Eilenberg is equivalent to the restriction of the contraction principle to the class of non-Archimedean bounded metric spaces.. We

The technical results above are in fact related,: the LQ lemma plays a key role in the proof of “free independence embeddings of L ∞ ([0, 1])”, while the free independence