• RecordNumber
    54
  • Author

    Balram S. Rajput and Jan Rosinski

  • Title of Article

    Spectral representations of infinitely divisible processes

  • Title Of Journal
    Probability Theory and Related Fields
  • PublishInfo
    Springer
  • Publication Year
    1989
  • Volum
    82
  • Issue Number
    3
  • Page
    451-487
  • Notes
    براي دانلود و مشاهده مقاله به قسمت لينكهاي مرتبط مراجعه نماييد
  • Abstract
    The spectral representations for arbitrary discrete parameter infinitely divisible processes as well as for (centered) continuous parameter infinitely divisible processes, which are separable in probability, are obtained. The main tools used for the proofs are (i) a ldquopolar-factorizationrdquo of an arbitrary Lévy measure on a separable Hilbert space, and (ii) the Wiener-type stochastic integrals of non-random functions relative to arbitrary ldquoinfinitely divisible noiserdquo.
  • URL
    www.springerlink.com/index/K414H88277P3Q517.pdf,/DL/Data Entry/DataEntryForm/EnterDocInfo.aspx,/DL/Data Entry/NewEdit/Documents/Math_English_Electronic_Articles_EditDoc_925.aspx
    • Link To Document
    https://math.iranlibs.ir/dl/search/default.aspx?Term=54&Field=0&DTC=14