单词	Cantor set
释义	Cantor set Take the closed interval [0, 1]. Remove the open interval that forms the middle third, that is, the open interval . From each of the remaining intervals again remove the open interval that forms the middle third. The Cantor set is the set that remains when this process is continued indefinitely. It consists of those numbers with ternary representation (0.d1d2d3…)3 where each di equals 0 or 2. The set is uncountable, is null, and has fractal dimension log2/log3 = 0.63 to 2 d.p.
随便看	Freudenthal, Hans Frey's curve friction frieze group Frobenius endomorphism Frobenius, (Ferdinand) Georg Frobenius normal form from above, from the right from below, from the left frontier FRS frustum Fry, Hannah Fubini's Theorem fulcrum full angle full measure full rank function functional functional analysis functionally separable function of a function function space functor

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