Proposition 2.1 Rules for ordered fields

Theorem 2.2 Existence and uniqueness

Proposition 2.3 The Archimidean property of the reals

Corollary 2.4 Density of the Rationals

Proposition 2.5 Sqrt2 is irrational

Proposition 2.6 Existence of greatest lower bounds

Proposition 2.7 The union of open sets is open

Proposition 2.8 The intersection of finitely many open sets is open

Analysis WebNotes by John Lindsay Orr.
Comments to the author: jorr@math.unl.edu

All contents copyright (C) 1996 John L. Orr
University of Nebraska--Lincoln
All rights reserved

Last modified: June 16, 1996