True Number Theory is a mathematical study of the axiomatic properties of positive integers including powers of integers, squares, cubes, triangular, factorial, Fibonacci, composite, prime, perfect, Mersenne, Fermat, Ramanujan, factors, Pisot, social, deficient, abundant, Pickover, Batrachian and
modular forms. This group is formed to advance the use of number theory in physics, chaos theory and fractal theory as well. Dirichlet and zeta functions as the apply to the theory of numbers will be discussed,. Both cyclotomic and subcyclotomic numbers are also of great interest in Pisot and
metal means discussions. We will welcome open discussions and new developments in number theory.