Boolova algebra
Boolova algebra
Boolova algebra
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<strong>Boolova</strong> Algebra<br />
Príklad:<br />
Množina n∈Z +, F n ={ f :Ω n →Ω} Boolovských funkcií n<br />
premenných, je spolu s operáciam +,−, , a konštantami<br />
0 a 1ako nula a jedna boolovou algebrou.<br />
f (b 1, b 2, ... , b n )= f (b 1, b 2, ... , b n )<br />
( f +g)(b 1,<br />
b 2,<br />
... ,b n<br />
)= f (b 1,<br />
b 2,<br />
... ,b n<br />
)+ g(b 1,<br />
b 2,<br />
... , b n<br />
)<br />
( f.g )(b 1,<br />
b 2,<br />
... ,b n<br />
)= f (b 1,<br />
b 2,<br />
... ,b n<br />
). g (b 1,<br />
b 2,<br />
... ,b n<br />
)