On the Exposition of
Hyper-conditional Recursive(RC)-Function(II)
Rabindranath Chattopadhyay
Abstract
In the previous paper[1] on
‘Hyper-conditional Recursive(RC) Function the author has
proposed a new type of Recursive Relation along with a new
pair of Delta-Function with the help of which the
problem of finding instantaneous compounded total value of
a function comprising an initial principal value and a
periodic increment can be solved. In earlier paper the
result has been successfully applied to banking
calculations. In this paper the author present a
preliminary study on various other typical mathematical
properties of the ‘Newly Devised Functions’ so that they
can be effectively used and exploited for application to
other important fields.
Keywords: Recursion-Relation, Periodicity, Principal Amount, Increment, Delta-Function
