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