1 . E i n f ü h r u
2 . C h a r a k t e
2 . 1 B ö
2 . 1
2 . 1
2 . 2 A u
2 . 2
2 . 2
3 . A n w e n d
3 . 1 A b
3 . 1
3 . 1
3 . 2 T r
3 . 3 A r
4 . M o d e r n
4 . 1 E x
4 . 2 A s
4 . 3 K r
5 . Z u s a m m e
L i t e r a t u r v e r z
D i e s e S e m i n
B o n d p o r t f o l
D e r i v a t e w e
g e l e i t e t . S i e
w e r d e n a n T
b e z i e h t s i c h
v e r z i n s l i c h e n
d i e „ k l a s s i s c
K a p i t e l 4 g e
V i e l z a h l a n
a n g e s p r o c h e n .
( F ä l l i g k e i t s t e
a b z u n e h m e n
S t a n d a r d i s i e r
L a u f z e i t , d e n
K ä u f e r s w i r d
D a e i n F u t u r
V e r l u s t e i n e s
z u r K o n t r a k t
e r z i e l t d e r F u
( G e w i n n ) . D
G r u n d p o s i t i o
1
O T C = o v e r
2 0
1 0
0
1 0
2 0
3 0
A u s d e m D i a
P o s i t i o n u n b
d e n B a s i s w e
B e i d e h a b e n
g e s c h ä f t e g e n
L i e f e r u n g d e
e i n I n v e s t o r
V e r k a u f d e s
E i n e O p t i o n
V e r k ä u f e r ( S
e i n e r b e s t i m m
p ä i s c h e A r t )
O p t i o n ) o d e
g e n a n n t w i r d
O p t i o n s p r ä m i
w e r d e n k a n n ,
( e u r o p ä i s c h e
t e r m i n d e r O p
2
D e r V e r l u s t
b e g r e n z t , d a d
n i c h t e i n e V e
s i c h a l s o b e i
O p t i o n s k ä u f e
l a s s e n . D e s h a
V e r l a u f a u f :
2 0
1 0
0 2
1 0
2 0
3 0
2 0
1 0
0 2
1 0
2 0
3 0
D e r m a x i m a l
( v e r e i n n a h m t
3 u n b e g r e n z t .
3 B e i e i n e r S h o r
K u r s d e s B a s i s w
b z w . L o n g -C a l l
N i v e a u n i c h t ü b e
i n s t r u m e n t . D
r e c h t e s , d i e
e n t s p r e c h e n d
i n e i n e V e r p f
w e r d e n . E i n e
F ä l l i g k e i t ) a u
F u t u r e s -N o t i
B a s i s w e r t e s .
d e s B a s i s w e r
K u r s e s d e s B
v o n Z i n s z a h l
B a s i s s w a p s u
4 B e i A u s ü b u n g
V e r t r a g s p a r t n e r
Z u f a l l s v e r f a h r e n
a u s g e l o s t u n d z
5 V g l . F i e b a c h 1
F e s t s a t z i n d i
o d e r G e n e r i c
f e s t e n Z i n s s a
S w a p s ) z a h l t
S c h a u b i l d s o l
Z a h l e r k e n n t
z e i t . D e r k u r
d e s S w a p s f e
n a c h 6 M o n a
3 0 / 3 6 0 T a g e
g e r e c h n e t w e
I n d e r R e g e l
w e r d e n u n d
6 U n t e r d e r A n n a
Quote paper:
Benjamin Wolf, 2001, Der Einsatz von Derivaten im Bondportfoliomanagement, Munich, GRIN Publishing GmbH
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