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The Little Book of Mathematical Principles, Theories & Things 🔍
Robert Solomon IMM Lifestyle Books, Open Road Integrated Media, Inc., [S.l.], 2016
English [en] · PDF · 13.6MB · 2016 · 📗 Book (unknown) · 🚀/ia · Save
description
This little book makes serious math simple—with more than 120 laws, theorems, paradoxes, and more explained in jargon-free terms.The Little Book of Mathematical Principles provides simple, clear explanations for the principles, equations, paradoxes, laws, and theorems that form the basis of modern mathematics. It is a refreshingly engaging tour of Fibonacci numbers, Euclid's Elements, and Zeno's paradoxes, as well as other fundamental principles such as chaos theory, game theory, and the game of life.Renowned mathematics author Dr. Robert Solomon simplifies the ancient discipline of mathematics and provides fascinating answers to intriguing questions, such as: What is the greatest pyramid?, What is a perfect number?, and Is there a theory for stacking oranges?
Alternative title
Principles of Mathematical Analysis
Alternative author
Walter Rudin
Alternative publisher
McGraw-Hill Education (India) Private Limited
Alternative publisher
McGraw-Hill Education; MC GRAW HILL INDIA
Alternative edition
International series in pure and applied mathematics, McGraw Hill Education (India) edition, New Delhi, 2013
Alternative edition
International series in pure and applied mathematics, Third edition. International edition, New York, 1976
Alternative edition
International Series in Pure and Applied Mathematics, 3rd edition, 19th reprint 2017, Chennai, 2017
Alternative edition
United States, United States of America
Alternative edition
3, 2013
Alternative description
The Third Edition Of This Well Known Text Continues To Provide A Solid Foundation In Mathematical Analysis For Undergraduate And First-year Graduate Students. The Text Begins With A Discussion Of The Real Number System As A Complete Ordered Field. (dedekind's Construction Is Now Treated In An Appendix To Chapter I.) The Topological Background Needed For The Development Of Convergence, Continuity, Differentiation And Integration Is Provided In Chapter 2. There Is A New Section On The Gamma Function, And Many New And Interesting Exercises Are Included. -- Publisher Description. The Real And Complete Number Systems -- Basic Topology --- Numerical Sequences And Series -- Continuity -- Differentiation -- The Riemann-stieltjes Integral -- Sequences And Series Of Functions -- Some Special Functions -- Function Of Several Variables -- Integration Of Differential Forms -- The Lebesgue Theory. Walter Rudin. Includes Bibliographical References (pages 335-336) And Index. Binding Messed Up When Checked Out.
date open sourced
2024-07-01
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