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2011
A real function f is continuous if and only if (f(xn)) is a convergent sequence whenever (xn) is convergent and a subset E of R is compact if any sequence x = (xn) of points in E has a convergent subsequence whose limit is in E where R is the set of real numbers.
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A real function f is continuous if and only if (f(xn)) is a convergent sequence whenever (xn) is convergent and a subset E of R is compact if any sequence x = (xn) of points in E has a convergent subsequence whose limit is in E where R is the set of real numbers.
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International Conference on Industrial Informatics, 2017
Oussama H. Hamid +2 more
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Oussama H. Hamid +2 more
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Journal of Sports Medicine and Physical Fitness, 2017
F. Nakamura +7 more
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F. Nakamura +7 more
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Physical Differences Between Forwards and Backs in American Collegiate Rugby Players
Journal of Strength and Conditioning Research, 2016Michael B. La Monica +10 more
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