Detail publikace

# Positive solutions to Dickman equation

Originální název

Positive solutions to Dickman equation

Anglický název

Positive solutions to Dickman equation

Jazyk

en

Originální abstrakt

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

Anglický abstrakt

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

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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