# Accession Number:

## AD0735506

# Title:

## On the Transformation of a Functional Equation to Simpler Form

# Descriptive Note:

## R. E. Gibson Library bulletin translation series

# Corporate Author:

## JOHNS HOPKINS UNIV LAUREL MD APPLIED PHYSICS LAB

# Personal Author(s):

# Report Date:

## 1971-02-24

# Pagination or Media Count:

## 30.0

# Abstract:

In the present paper the author considers the equation the summation from k 0 to n of the integral from a to b f sup kz xid sigma sup k xi 0, where a,b is a segment of the imaginary axis, sigma sub k xi k 0,1,...,n are functions of bounded variation on a,b. It is assumed that the function fz is defined and has continuous derivatives up to and including the order n on a certain interval a1, b1 subset a,b. The class of such functions is denoted by C sup n a1, b1.

# Descriptors:

# Subject Categories:

- Numerical Mathematics