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Tsu-2011 - ieeetsu

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P{ 2} P{ 0} P{ 2} 0.1 0.4 0.2 0.7 .<br />

garda amisa, P { 3} P{<br />

1}<br />

0. 3. amitom g( )<br />

SemTxveviTi sididis<br />

ganawilebis kanons aqvs saxe:<br />

0 3<br />

0.7 0.3<br />

garda amisa, E 00.7 30.3 0.9 .<br />

axla gamovTvaloT g( )<br />

SemTxveviTi sididis maTematikuri lodini.<br />

gveqneba:<br />

E g( 2) 0.1 g( 1) 0.3 g(0) 0.4 g(2) 0.2<br />

<br />

00.1 30.3 00.4 00.2 0.9 .<br />

magaliTi 13. gamovTvaloT puasonis ganawilebis maTematikuri lodini.<br />

m<br />

x x<br />

Tu visargeblebT warmodgeniT e , maSin gveqneba:<br />

m0 m!<br />

k k k1<br />

<br />

<br />

EX k e e k e e e .<br />

k0 k! k1 k! k1<br />

( k 1)!<br />

e. i. puasonis ganawilebis parametri warmoadgens am ganawilebis<br />

maTematikur lodins (saSualo mniSvnelobas).<br />

magaliTi 14. davuSvaT, rom elementarul xdomilebaTa sivrce Sedgeba<br />

sami tolalbaTuri elementaruli xdomilebisagan { 1 , 2, 3}<br />

,<br />

P( 1 ) P( 2 ) P( 3<br />

) 1/3. ganvmartoT da SemTxveviTi sidideebi Semdegnairad:<br />

( 1 ) 1, ( 2 ) 0, ( 3) 1;<br />

( 1 ) 1, ( 2) 0, ( 3) 1.<br />

1 1 1<br />

maSin gasagebia, rom , E( ) E<br />

1 0 ( 1) 0. Sesabamisad,<br />

E( )<br />

E E<br />

. meores mxriv,<br />

3 3 3<br />

P{ 0} P{ 0} P{ 0, 0} P( 2) 1/3,<br />

maSin rodesac da SemTxveviTi sidideebi rom iyvnen damoukideblebi<br />

{ 0, 0} xdomilebis albaToba unda yofiliyo 1 1 1 .<br />

3 3 9<br />

magaliTi 15. SemTxveviTi sididis ganawilebis kanonia<br />

x<br />

i<br />

-1 0 1 2 3<br />

p 0.1 0.15 0.3 0.25 0.2<br />

i<br />

gamovTvaloT misi dispersia.<br />

vinaidan dispersiis gamosaTvlelad gvaqvs ori gansxvavebuli formula,<br />

Sesabamisad, gveqneba dispersiis gamoTvlis ori xerxi. moxerxebulia<br />

es gamoTvlebi Caiweros cxrilebis saxiT.<br />

42

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