SUCCESSIONI DI CAUHY - Perché sono fondamentali?
In this short video, we'll understand why Cauchy sequences are often called FUNDAMENTAL and what their true meaning is. I don't see why Mathematics shouldn't hate you...the question is: how true is this phrase? Change your perspective, make sense of what you study and have studied, broaden the horizons of your mind. Now you're on MathMind, not just any channel! Follow me on Facebook, join the group where you can post your own ideas. (HIGHLY) RECOMMENDED READINGS TO START WITH What is Mathematics? - Courant & Robbins - http://amzn.to/2h3YaOP Where is Mathematics Going? - Keith - http://amzn.to/2h3YaOP History of Mathematics - Boyer - http://amzn.to/2hmzWA8 Flatland - A. Abbott - http://amzn.to/2gIlY7R Mathematical Stories - Bartocci - http://amzn.to/2gIsA64 The Universal Calculator - Davis - http://amzn.to/2gIpdfE Where Mathematics Is Going - Keith - http://amzn.to/2grrqOQ The Mystery of the Aleph - Aczel - http://amzn.to/2hcbMrX
THE CONTRACTION THEOREM
Sequences of real numbers. Convergent, divergent, and indeterminate sequences. Examples
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