The Bolzano-Weierstrass theorem guarantees that each bounded one of these in Rn has a convergent sub- one of these, and Conwa
The Bolzano-Weierstrass theorem guarantees that each bounded one of these in Rn has a convergent sub- one of these, and Conway found a polynomial one of these whose roots predict the next number of digits in the look-and-say one. In a Hausdorff space one of these may have only one limit. A condition named for Cauchy mostly applies to complex ones, as real examples of these, such as the Fibonnacci one, cannot be Cauchy without being convergent. For 10 points, name these mathematical objects, the sum of whose elements is a series, an ordered list of elements like one, two, three.
The Bolzano-Weierstrass theorem guarantees that each bounded one of these in Rn has a convergent sub- one of these, and Conway found a polynomial one of these whose roots predict the next number of digits in the look-and-say one.
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