This work begins the study of "Infinite numbers", encountered in almost every branch of higher mathematics. These measure the size of infinite sets. An interesting question is: How many of these represent sizes of sets of real numbers? There are at least 2, but the full answer is not known, even today. Some wonders of their arithmetic: m + m = m ; m . m = m. Other related topics: The Axiom of Choice, ordinal numbers.
COURSE FORMAT: Discussion Lecture
Level: UG Credit: 1.00 Gen Ed Area & Dept: NSM MATH
Prerequisites: MATH121 and MATH122 or MATH125
Last Updated on MAR-03-1998
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