On Cyclicants, or Ternary Reciprocants, and Allied Functions

A characterization of triple semigroup of ternary functions and Demorgan triple semigroup of ternary functions

a characterization of triple semigroup of ternary functions and demorgan triple semigroup of ternary functions

The Coefficients of Schlicht and Allied Functions

regular and schlicht (univalent) in | z | < 1, i.e. assuming distinct values w for distinct values of z. The functions f(z) e S map | z | < 1 1 : 1 conformally onto a simply connected domain D in the w plane. During the last international Congress at Harvard Professors Schaeffer and Spencer [12] reported on the progress, largely due to their own work, on the so-called coefficient problem for S,...

The Riemann Zeta and Allied Functions

A Characterization of Triple Semigroup of Ternary Functions and Demorgan Triple Semigroup of Ternary Functions

We define algebras of triple semigroup and DeMorgan triple semigroup and by defining three Mann’s compositions and one unary operation on the set of 3-place(ternary) functions over some set, we construct a DeMorgan triple semigroup of 3-place (ternary) functions and so find an abstract characterization of this algebras.