Classification & Properties of Composite Numbers with respect to its wings [ READ ]
Debajit Das
Consequent upon further development of generalized Fermat number with the help of N-equation published in December edition of this journal it is felt necessary to once again review the proof and to classify all the odd composite numbers that exist in our numbering system with respect to its positive or negative prime wings. This paper also includes few important properties of twin primes at a gap of 2? where ? = 1, 2, 3, …….
Debajit Das
Consequent upon further development of generalized Fermat number with the help of N-equation published in December edition of this journal it is felt necessary to once again review the proof and to classify all the odd composite numbers that exist in our numbering system with respect to its positive or negative prime wings. This paper also includes few important properties of twin primes at a gap of 2? where ? = 1, 2, 3, …….
