Теория вероятностей и математическая статистика. Фарафонов В.Г - 62 стр.

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
      



ξη
K

ξη

0.
ξη
¹r

ξη
r

ξη
    
,
ξη
r
ξη

1
ξη
=r



( 0).ηξ=+¹ABA

      
 
(, )ξη
    

1 и 0ξη=- =



(, )ξη

2
2
1
4
{( , ) : }.
x
G xy y= +<
Таблица 9.1
ξ
h

   
   
    
     

(, )ξη
G


(, )ξη
G 
   i
jx
i
y
j
