-> pifs, bank contributions, councils to investor

 
   
On a site you will find information
  about -> pifs, bank contributions, councils to investor
Main About pifs About bank contributions Councils methodological aspects of management of bank risks
The menu:
Main
Articles
Sitemap
 
Articles :
About pifs
About bank contributions
Councils methodological aspects of management of bank risks


Of research show to investor



[2, 3, 11]. .

[3]:

, .

[7] .

[13] .

[12] : , .

( ..). .

That now there is a set of definitions of a category "the risk", opening its essence from a position of different sciences. the risk and in economic sciences is differently treated. for example, in the economic theory the risk can be considered as some kind of "a negative" product which can be object of free purchase and sale [14]. as it was already marked, redistribution of risks between participants of economic activities is carried out by means of various financial tools. thus one participants insure themselves against risk, diversifying and hedging the portfolios, others "buy" risk, aspiring to provide to itself higher profitableness.

4 rbts.txt
красная книга монеты 1991

krimoved-lib.ru


( ) [14].

....... [1, 4, 10],

.

[4, 12]. .

.

() ..

: , .

, ( ) :

-- ;

-- ;

-- .

(.. ; / ; ..).

.

, .

..... .

. - - .

(1921) .

: (, ) .

o - (). (, ..), .

, - .

., () .

(.) (state-preference theory), .

S = {S1, S2,.... Sn}. e :

-- si, p(si);

-- ;

-- .

(). :

1) () ;

2) :

0 < p(si) < 1 ( np p(si) = 0 np p(si) = 1 ).

:

-- () ;

-- () ;

--

.

[8] :

.

. , ( ) [5].

, [9] , : .

1920 ., .

[0,1].

: .

[2]: .

, .

[2, 3]:

-- .

-- .

-- .

-- () .

-- .

-- .

:

-- () .

-- .

-- ( ).

-- (, ).

.

- - .

.

.

() :

-- .

-- .

-- .

-- .

-- .

-- () : .

-- .

:

R(Qi) = Sio(Qi)f(Si, Ti, Qi)g(Ti, Si, Qi), (1)

Qi () i- ;

R(Qi) i- ;

Si i- ;

po(Qi) ( i- ) S0, ( i- ) t0;

f(Si) i, Qi = const Si > S0;

g(i) Si, Qi = const i > t0.

f(Si) g(i) [0, 1].

:

Pi = 0(Qi)f(Si, i, Qi)g(i, Si, Qi). (2)

(2) (1). :

Ri = Si i. (3)

(1) (3) .

Pi i- ( ) Si, i () Qi .

() () - .. .

(,), .

Qi i- i i- Ri i- Qi i- .

Si i

(4)

N .

(4) .

(4).

, ( ) S1 S2 OPP1 2 ( .)

,

(S1 + S2)m1m2 + S1m1(n2 m2) + S2(n1 m1)m2,

mi i;

ni i.

:

(S1 + S2)P1P2 + S1P1(lP2) + S2(l S1)P2,

Pi = mi/ni i-i = 1, 2, ...
ni .

:

S1P1P2 + S2P1P2 + S1P1 S1P1P2 + S2P2 S2P1P2 = S1P1 + S2P2.

i i- (4), .

(1) (4) .

, S, : K1 2



K1 = P(S)S, (5)

2 = P(S/2)S/2 + P(S/2)S/2 = P(S/2)S.

P = p0f(S)g(T) f(S)

f(S/2) < f(S).

:

(s/2) < (S). (6)

From (5) and (6) follows: 2 < K1, .

( ) S

, (7) .

(, ..), - .

i- ( Di)

di = (l + Di) (l Pi) l,

i i- ;

Di i- i = 0;

di i- i > 0.

i-

di(H) = [(1 + Di) (1 Pi) 1](1 i), (8)

i i- .

:


D0 ;

Si i- .

(9) .

(9) .

(1) (4), : .

:

E1 - ;

2 ;

- ( );

/ .

, E1 E2 (.. ).

() - .. P(E1/).

:


.

(i) ( ). (/i) - P(E1/)

(10) .



i i?

i i(Si, Ti, Qi), Qi.

i. : , .



1. .

1.1. (Status).

1.2. (Acceptance).

2. .

2.1. (Collateral).

2.2. (Capital).

2.3. (Capacity).

2.4. (Prospects).

3. .

3.1. (Conditions).

3.2. (Planning).

3.3. (Budgeting).

3.4. (Character).

4. (Sensitivity).

-, - .



.

-, .

-, .

.

1. ( ).

-- : - .

-- .

-- : : .

2. : .

-- ( ):

;

;

;

.

-- .

-- .

-- : .

3. .

-- :

;

.

-- .

-- : .

4. .

5. .. .

6. .

.

.

: ?

( ) .

/ .

.



.

:

1. .

2. .

3. () .

4. ( ) .

5. () .

4 5 .

-, -, .

,, (), .

- .

(, ) ( ) .

.



1. A0:

ai ;

ai ;

N .

2. A0 > N, N .

3. k- (k) (. ):

bi(k) k- ;

bi(k) ;

k- .

4. 0:

g(k) k- ;

L .

5. k- C(k):

gi(k) k- ;

ci(k) ;

k- .

6. 0:

7. ( ) .

8. e k- D(k):

di(k) k- ;

di(k) ;

Q k- .

9. D0:

10. E0 = (0, C0, D0) .

11. .

i, bi(k), ci(k), di(k), g(k), ai, bi(k), gi(k), di(k) :

1) [0,1];

2) .

.


Bicycles sale, gps navigators garmin to buy, sonic depth finders fishing, tents, backpacks; A cable electric sale; Building licences and licences ; rules; we will give qualitative and with guarantee Selection of the governess and nurse In moscow with a replacement guarantee; Clinic of plastic surgery, lips, increase in breast