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statistikuri funqciebi monacemTa analizisaTvis - ieeetsu

statistikuri funqciebi monacemTa analizisaTvis - ieeetsu

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5. normalurad ganawilebuli SemTxveviTi sidideebi saSualoTi 0 da<br />

dispersiiT 2.0<br />

6. SemTxvevoTi sidideebi normaluri ganawilebiT saSualoTi 0 da dispersiiT<br />

0.5<br />

7. SemTxvevoTi sidideebi normaluri ganawilebiT saSualoTi –2.5 da dispersiiT<br />

0.5<br />

signalis xmaurTan Sefardebis gamoTvla<br />

Tanafardoba signali/xmauri aris signalis simZlavris Tanafardoba xmauris<br />

simZlavresTan. sailustraciod SevqmnaT 201 elementiani veqtori signali,<br />

romelic warmoadgensa sinusoidisa da Tanabrad ganawilebuli xmauris jams<br />

(nax. 13)<br />

t=(0:0.01:2); N=length(t);<br />

s1=5*sin(2*pi*t);<br />

s2= rand(1,201);<br />

s=s1+s2;<br />

plot(t,s);<br />

axla SegviZlia gamovTvaloT signalis xmaurTan Tanafardoba,<br />

amisaTvis calke viangariSebT sinusoidaluri signalis simZlavres da<br />

calke xmaurisas da gamoviangariSebT maT Sefardebas:<br />

snr= sum(s1.^2)/N/(sum(s2.^2)/N)<br />

6<br />

4<br />

2<br />

0<br />

-2<br />

-4<br />

-6<br />

0 0.2 0.4 0.6 0.8 1 1.2 1.4 1.6 1.8 2<br />

nax. 13 sinusoiduri signali xmauriT.<br />

ganxiluli brZanebebi da <strong>funqciebi</strong><br />

Cumprod<br />

Cumsum<br />

hist<br />

max<br />

mean<br />

median<br />

min<br />

prod<br />

rand<br />

randn<br />

sort<br />

std<br />

sum<br />

gansazRvravs kumulaciur namravls<br />

gansazRvravs kumulaciur jams<br />

agebs histogramas<br />

gansazRvravs udides mniSvnelobas<br />

gansazRvravs saSualo mniSvnelobas<br />

gansazRvravs medianas mniSvnelobas<br />

gansazRvravs umcires mniSvnelobas<br />

gansazRvravs <strong>monacemTa</strong> namravls<br />

gansazRvravs [0 1] intervalSi Tanabrad ganawilebul SemTxveviT<br />

ricxvebs<br />

gansazRvravs normalurad ganawilebul SemTxveviT ricxvebs<br />

(nulovani saSualoTi da erTis toli dispersiiT)<br />

zrdis mixedviT daalagebs monacemebs<br />

gamoiTvlis standartul gadaxras<br />

gansazRvravs <strong>monacemTa</strong> jams

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