SOLUSI PERSAMAAN DIFERENSIAL BOLTZMANN LINEAR DAN SIFAT - SIFATNYA

Main Author: Sugandha, Agus
Other Authors: UNWIDHA
Format: Article info application/pdf eJournal
Bahasa: eng
Terbitan: MAGISTRA , 2011
Online Access: http://journal.unwidha.ac.id/index.php/magistra/article/view/71
http://journal.unwidha.ac.id/index.php/magistra/article/view/71/33
Daftar Isi:
  • In this research will be discussed the way to find solution of linear Boltzmann differential equation andproperties. The solution from this linear Boltzmann differential equation is fixed point from Markov OperatorKeywords. The Boltzmann differential equation, Markov Operator, fixed point.