An Approach to Counting Odd Numbers

by Frank C. Fung - 1st published in October, 2008.

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Section I - Introduction and { a-priori assumptions }

Introduction :

• This paper is an attempt to develop , at the first instance , a systematic { counting procedure } for counting { odd-numbers } ,
  • so that { Odd Prime Numbers } may be identified as a { remainder process } .

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The { a-priori assumptions } :

• The { a-priori assumptions } that we shall be using throughout this paper are as follows :
  • [ 1 ] is the { universal unitary multiplicator } and is not considered a { prime number } ,

  • [ 2 ] is the one-and-only { even prime number } ,

  • [ 3 ] is the first { odd prime number } , and

  • all subsequent { prime numbers } are { odd numbers } .

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go to the next section : Section II - Notations on { Odd-Primes }

return to the { Counting Odd-Numbers } HomePage

original dated 2008-10-04