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Zero
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Zero : A Landmark Discovery, the Dreadful Void, and the Ultimate Mind

Book Details

Format Hardback or Cased Book
ISBN-10 0081007744
ISBN-13 9780081007747
Publisher Elsevier Science & Technology
Imprint Academic Press Inc.(London) Ltd
Country of Manufacture GB
Country of Publication GB
Publication Date Nov 6th, 2015
Print length 166 Pages
Weight 406 grams
Dimensions 16.10 x 24.40 x 1.20 cms
Product Classification: History of mathematics
Ksh 15,650.00
Manufactured on Demand 0 in stock

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Zero indicates the absence of a quantity or a magnitude. It is so deeply rooted in our psyche today that nobody will possibly ask "What is zero?" From the beginning of the very creation of life, the feeling of lack of something or the vision of emptiness/void has been embedded by the creator in all living beings. While recognizing different things as well as the absence of one of these things are easy, it is not so easy to fathom the complete nothingness viz. the universal void. Although we have a very good understanding of nothingness or, equivalently, a zero today, our forefathers had devoted countless hours and arrived at the representation and integration of zero and its compatibility not only with all non-zero numbers but also with all conceivable environments only after many painstaking centuries. Zero can be viewed/perceived in two distinct forms: (i) as a number in our mundane affairs and (ii) as the horrific void or Absolute Reality in the spiritual plane/the ultimate state of mind. Presented are the reasons why zero is a landmark discovery and why it has the potential to conjure up in an intense thinker the dreadful nothingness unlike those of other numbers such as 1, 2, and 3. Described are the representation of zero and its history including its deeper understanding via calculus, its occurrences and various roles in different countries as well as in sciences/engineering along with a stress on the Indian zero that is accepted as the time-invariant unique absolute zero. This is followed by the significant distinction between mathematics and computational mathematics and the concerned differences between the unique absolute zero and non-unique relative numerical zeros and their impact and importance in computations on a digital computer.

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