Publication detail

# Positive solutions to Dickman equation

DIBLÍK, J. VÁŽANOVÁ, G.

Original Title

Positive solutions to Dickman equation

English Title

Positive solutions to Dickman equation

Type

conference paper

Language

en

Original Abstract

We consider the Dickman equation x' (t)=-1/t x(t-1), for t go to infty. The number theory uses what is called a Dickman (or Dickman - de Bruin) function, which is the solution to this equation defined by an initial function x(t)=1 if 0

English abstract

We consider the Dickman equation x' (t)=-1/t x(t-1), for t go to infty. The number theory uses what is called a Dickman (or Dickman - de Bruin) function, which is the solution to this equation defined by an initial function x(t)=1 if 0

Keywords

Dickman equation, asymptotic behaviors, initial function, positive solution.

Released

08.06.2016

Publisher

University of Bialystok, Pland

Location

Bialystok

ISBN

978-83-7431-478-7

Book

7th Podlasie Conference on Mathematics

Edition number

1

Pages from

15

Pages to

16

Pages count

2

Documents

BibTex

``````
@inproceedings{BUT125940,
author="Josef {Diblík} and Gabriela {Vážanová}",
title="Positive solutions to Dickman equation",
annote="We consider the Dickman equation x' (t)=-1/t  x(t-1), for  t go to infty. The number theory uses what is called a Dickman (or Dickman - de Bruin) function, which is the solution to this equation defined by an initial function x(t)=1 if 0``````
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