VEDIC MATHEMATICS NEWSLETTER

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Following Newsletter No. 9

GOLDBACH'S CONJECTURE - CAN YOU HELP?

In his book 'Goldbach Theorem' Dr S. K. Kapoor arrives at the result regarding Goldbach's conjecture that for the even number E>64, there are at least (E squared)/4 ways that it can be expressed as a sum of two primes. In addition to his proof he has verified this result for various E, the largest being 2^30.

Dr Kapoor wants to verify the above for Uncle Petros' number i.e. 2^100 which will have at least 2^48 partitions into prime pairs that add up to 2^100. If you can advise on availability of software that can handle numbers of this size or if you can do the calculations or advise on where they could be done please contact Dr Kapoor at:

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ADDENDUM TO NEWSLETTER 9

Some new subscribers to the Newsletter have asked about previous issues. Somehow or other a section was omitted from the last newsletter and this is given below.

Your comments about this Newsletter are invited. If you would like to send us details about your work or submit an article for inclusion please let us know on

Articles in previous issues of this Newsletter can be copied from the web site at www.vedicmaths.org:

Issue 1: An Introduction

Issue 2: "So What's so Special about Vedic Mathematics?"

Issue 3: Sri Bharati Krsna Tirthaji: More than a Mathematical Genius

Issue 4: The Vedic Numerical Code Issue

5: "Mathematics of the Millennium"- Seminar in Singapore Issue

6: The Sutras of Vedic Mathematics Issue

7: The Vedic Square Issue 8: The Nine Point Circle

12th July 2000