activity
20102021
most citedOn Methods for Transforming and Solving Finite Series

2 citations · 7 across the 15 of their papers we have counts for

collaborators

15 papers

math.GM2021

On Transforming Functions of a Certain Dot-Product Gradient Operator

Henrik Stenlund

In this paper it is shown that a function of the constant dot product of the gradient operator acting on an arbitrary function can be transformed to a double three-dimensional inte…

math.GM2020

On The Basics of the Nonlinear Diffusion

Henrik Stenlund

This study handles spatial three-dimensional solution of the nonlinear diffusion equation without particular initial conditions. The functional behavior of the equation and the con…

math.GM2019

On Relations Between the Stirling Numbers of First and Second Kind

Henrik Stenlund

Four new relations have been found between the Stirling numbers of first and second kind. They are derived directly from recently published relations.

math.GM2018

On Studying the Phase Behavior of the Riemann Zeta Function Along the Critical Line

Henrik Stenlund

The critical line of the Riemann zeta function is studied from a new viewpoint. It is found that the ratio between the zeta function at any zero and the corresponding one at a conj…

math.GM2016★ 1 cited

On Transforming the Generalized Exponential Power Series

Henrik Stenlund

We transformed the generalized exponential power series to another functional form suitable for further analysis. By applying the Cauchy-Euler differential operator in the form of…

math.GM2016

On Infinite Product Identities Generating Solutions for Series

Henrik Stenlund

In this paper we present a new identity and some of its variants which can be used for finding solutions while solving fractional infinite and finite series. We introduce another s…