[PDF] ⚣ To Infinity and Beyond: A Cultural History of the Infinite (Princeton Science Library) ✯ Eli Maor – Tactical-player.co.uk

To Infinity and Beyond: A Cultural History of the Infinite (Princeton Science Library) To Infinity And Beyond Explores The Idea Of Infinity In Mathematics And Art Eli Maor Examines The Role Of Infinity, As Well As Its Cultural Impact On The Arts And Sciences He Evokes The Profound Intellectual Impact The Infinite Has Exercised On The Human Mind From The Horror Infiniti Of The Greeks To The Works Of M C Escher From The Ornamental Designs Of The Moslems, To The Sage Giordano Bruno, Whose Belief In An Infinite Universe Led To His Death At The Hands Of The Inquisition But Above All, The Book Describes The Mathematician S Fascination With Infinity A Fascination Mingled With Puzzlement


About the Author: Eli Maor

Is a well-known author, some of his books are a fascination for readers like in the To Infinity and Beyond: A Cultural History of the Infinite (Princeton Science Library) book, this is one of the most wanted Eli Maor author readers around the world.



9 thoughts on “To Infinity and Beyond: A Cultural History of the Infinite (Princeton Science Library)

  1. says:

    It should be noted that this book was written in 1987, several years before Maor s book e the Story of a Number the computer rendered image on the cover may belie the age of the book As I write this I am a second year mathematics undergraduate I read To Infinity and Beyond during the summer I was first introduced to Cantor s levels of infinity in this book, extending countability and uncountability to aliph values, and that in effect bijective functions could map one set to another provid


  2. says:

    I thoroughly enjoyed this book, especially the first 2 parts on Mathematical Infinity and Geometric Infinity the 3rd part on Aesthetic Infinity was less coherent, and the 4th and final part on Cosmological Infinity was less mathematically relevant Outstanding were the chapters on Maps ch 13 and Non Euclidean Geometry ch 16 I was pleased to see a footnote explaining the metric for the Kleinian model of hyperbolic geometry, thus allowing extension of lines this is so often omitted or glossed over


  3. says:

    Israeli mathematician Eli Maor s beautiful book came out in 1987 and has remained in print ever since The reason is simple it is authoritative yet accessible There are numerous graphs, drawings and equations but the focus, as the subtitle expresses it, is on the cultural history of the infinite.The book is divided into four parts for four types of infinity mathematical, geometric, aesthetic, and cosmological The highlight of mathematic infinity has to be Georg Cantor s discovery and demonstration in th


  4. says:

    This book is basically a rehash of the book on the number E by the same author The examples and a lot of the text had been taken from this book Any new writings, which was a minority of the text, was superficial in the extreme I learn nothing at all from this book.The author has used most of his trevious book contents to then get another book with a different title and a few additional chapters Such a disappointment as the other book on the number E was very good.Don t bother with this book is my advice.


  5. says:

    I bought this book both for its content discussing the infinity in an unusual historical context and for its author Eli Maor who has a fine reputation as a mathematics expositor The book discusses the infinity from a few different points of view, ranging from mathematical to the aesthetic He discusses the infinity of positive integers, the concepts of convergence and limits, the intrigue of infinite series including Zeno s paradoxes , the strangeness of irrational numbers and He also discusses some aesthetic aspect


  6. says:

    I purchased this for a first year seminar college course and thoroughly enjoyed the read Maor explores the history of infinity through ancient and modern scientists and philosophers The book covers infinity in art, science, philosophy, mathematics, space, and conceptualization This book would be a informational read that isn t too difficult to understand and explains material thoroughly Will read again in the future.


  7. says:

    I bought this book just to remind myself a few lessons I had learned about 45 55 years ago Now I am ready to answer my grandson s question, what is infinity and how do I get there This is a fantastic book for anyone who has had some extensive Math and Calculus training in his her past I highly recommend it to anyone who wants to open their mind and learn something beautiful with ease.


  8. says:

    Great book by an Author never trivial and sometimes unexpected A good reading for scholars and also students.


  9. says:

    FUN and informative I love books like this


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