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i cant recall what "big-O" notation stands for ...
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if i recall big O means asymptotically something finite
boy that was a bad sentence. you can say for example that \[x^2 \] is big O of \[5x^2+x\] because the limit of the ratio as x gets large is finite
little o, if i recall correctly, means the limit is 1
is it right?
i read "a brave new world" and "mans search for meaning" over the weekend since they are the textbooks for my phi101 class; had to forget some stuff :)
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good to clear out the brain to make room for new stuff. like spring cleaning. i think youngsters can still fill up
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