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Tsu-2011 - ieeetsu

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Tavi V<br />

2<br />

hipoTezaTa Semowmeba saSualosaTvis ( ucnobia)<br />

statistikuri hipoTezis Semowmeba normaluri ganawilebis<br />

maTematikuri lodinis Sesaxeb ucnobi dispersiis SemTxvevaSi:<br />

N( , ); D ucnobia; E ucnobia.<br />

hipoTeza: H 0<br />

: E a 0<br />

mniSvnelovnebis done: <br />

X a0<br />

kriteriumis statistika: T T( n 1)<br />

'<br />

S / n<br />

xa0<br />

kriteriumis mniSvneloba T.V.: t <br />

'<br />

s / n<br />

alternativa kritikuli are C.R. ( H0<br />

-is uaryofis are)<br />

H1 : E a1 a0<br />

t tn<br />

1,<br />

<br />

,<br />

H1 : E a1 a0<br />

t tn<br />

1,<br />

<br />

,<br />

H1:<br />

E a1<br />

t tn<br />

1, /2<br />

an t<br />

tn<br />

1, /2<br />

(sadac tn 1, <br />

aris Tavisuflebis n 1 xarisxis mqone stiudentis ganawilebis<br />

zeda -kritikuli wertili anu kritikuli mniSvneloba C.V.).<br />

P{ T t | H0}, Tu H1 : E<br />

a1 a0;<br />

<br />

P - mniSvneloba: P P{ T t | H0}, Tu H1 : E<br />

a1 a0;<br />

=<br />

<br />

P{| T | | t || H0}, Tu H1 : E<br />

a1.<br />

1 FT<br />

( t), Tu H1 : E<br />

a1 a0;<br />

<br />

= FT<br />

( t), Tu H1 : E<br />

a1 a0;<br />

<br />

2 [1 FT<br />

(| t |)], Tu H1: E<br />

a1.<br />

gadawyvetileba: Tu t C.R., maSin H 0<br />

hipoTezas ukuvagdebT, winaaRmdeg<br />

SemTxvevaSi amis safuZveli ara gvaqvs.<br />

P - mniSvnelobis meTodi: Tu P , maSin H<br />

0<br />

hipoTezas ukuvagdebT,<br />

winaaRmdeg SemTxvevaSi amis safuZveli ara gvaqvs.<br />

rodis gamoiyeneba Z an T ganawileba<br />

cnobiliaTuara ?<br />

diax<br />

X E<br />

gamoiyene Z <br />

/ n<br />

ara<br />

aris Tu ara n 30? diax<br />

X E<br />

gamoiyene T <br />

'<br />

ara S / n<br />

123

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