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In mathematical analysis, a metric space M is complete provided every Cauchy sequence of points in M converges to a point in M.
R^n, the set of n-tuples of real numbers, and l_2, the set of square-summable sequences, are complete.
Q, the set of all rational numbers, is not complete. For example, the sequence
3, 3.1, 3.14, 3.141, 3.1415, 3.14159...
where each term is a further approximation to pi, is Cauchy in Q but does not converge to a rational number.
Q, the set of all rational numbers, is not complete. For example, the sequence
3, 3.1, 3.14, 3.141, 3.1415, 3.14159...
where each term is a further approximation to pi, is Cauchy in Q but does not converge to a rational number.
complete by Subsequence February 16, 2010
Related Words
Complete
Having all the necessary parts or elements, lacking Nothing.
"I wish i could explain your eyes.
and your voice like as butterflies.
Your Hart that is pure as gold.
Your All words are epic, you ever told
You are important for my life as air,
For going to far from you, i've no dare.
You are important for me as lyrics to music Beat,
Come to me darling! and make me complete"
"I wish i could explain your eyes.
and your voice like as butterflies.
Your Hart that is pure as gold.
Your All words are epic, you ever told
You are important for my life as air,
For going to far from you, i've no dare.
You are important for me as lyrics to music Beat,
Come to me darling! and make me complete"
Complete global saturation
Something cool supervillains who wear sunglasses and have David Bowie accents strive to achieve. May or may not be said with long pauses between each word, followed by a deep breath. Typically foiled by those pricks from the BSAA.
Complete global saturation by Rusty Was Here May 2, 2009
Complete monster
Sosuke Aizen from Bleach is a complete monster, he does some truly vile things to Ichigo, his friends and even his own followers.
Complete monster by L2J July 20, 2012