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real number system

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real number system [¦rēl ′nəm·bər ‚sis·təm]
(mathematics)
The unique (to within isomorphism) complete ordered field; the field of real numbers. Also known as real continuum.


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Highlights some theorems about the new real number system SOME IMPORTANT INFORMATION ABOUT THE NEW REAL NUMBER SYSTEM We first note the sources of ambiguity in a mathematical space so that we can avoid or contain them; they are contained if their ambiguity is approximated by certainty, e.
The new real number system and discrete computation and calculus, 17 (2009), 59 ?
The first rigorous definition of the real number system came in the work of Dedkind, Weierstrass, and Heine in the 1860s.
 
 
 
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