NUMBER THEORY

 

 

Remark:  ALBERT AFLITUN'S NUMBER THEORY FOURTH PROBLEM is connected  with L. R. Aflitun Ptolmis's conjecture: "EVERY EVEN NUMBER CAN BE REPRESENTED AS A DIFFERENCE OF TWO CONSECUTIVE PRIMES, AND NOT BY ONE WAY" (1799), - and with De Polignac's conjecture: "EVERY EVEN NUMBER IS THE DIFFERENCE OF TWO CONSECUTIVE PRIMES IN INFINITELY MANY WAYS (1849) (all problems are unsolved).

 

 

 

ADDITIONALLY ONE CAN FORMULATE NEW CONJECTURES ON FUNCTIONS β(k) and δ(k).

 

22.11.2013