• شماره ركورد كنفرانس
    1339
  • عنوان مقاله

    Helmert Matrix and its Consequences in Stochastic Processes

  • عنوان به زبان ديگر
    Helmert Matrix and its Consequences in Stochastic Processes
  • پديدآورندگان

    Farhadian Reza نويسنده

  • تعداد صفحه
    3
  • كليدواژه
    Markov chain , Stochastic matrix , Transition probability , Helmert matrix
  • سال انتشار
    1395
  • عنوان كنفرانس
    اولين همايش ملي رياضي و آمار
  • زبان مدرك
    فارسی
  • چكيده فارسي
    In this article, we want to show that the Helmert matrix has strong relationship with stochastic matrixes in modern probability theory. In fact, we want to show that we can build a stochastic matrix by Helmert matrix. Initial, we want to prove that if be the Helmert matrix of order n, then is a stochastic matrix and afterward we prove that the Markov chain by this stochastic matrix is regular and ergodic
  • شماره مدرك كنفرانس
    4422467
  • سال انتشار
    1395
  • از صفحه
    1
  • تا صفحه
    3
  • سال انتشار
    1395