Bounded Relative Error in Estimating Transient Measures in Highly Dependable Non-Markovian Systems

V.F. Nicola, P. Heidelberger, P. Shahabuddin

    Research output: Book/ReportReportProfessional

    Original languageUndefined
    Place of PublicationYork town Heigths NY
    PublisherIBM
    Publication statusPublished - 1993

    Keywords

    • METIS-112691

    Cite this

    Nicola, V. F., Heidelberger, P., & Shahabuddin, P. (1993). Bounded Relative Error in Estimating Transient Measures in Highly Dependable Non-Markovian Systems. York town Heigths NY: IBM.
    Nicola, V.F. ; Heidelberger, P. ; Shahabuddin, P. / Bounded Relative Error in Estimating Transient Measures in Highly Dependable Non-Markovian Systems. York town Heigths NY : IBM, 1993.
    @book{10abf07bd1b543f595a414206ac533da,
    title = "Bounded Relative Error in Estimating Transient Measures in Highly Dependable Non-Markovian Systems",
    keywords = "METIS-112691",
    author = "V.F. Nicola and P. Heidelberger and P. Shahabuddin",
    year = "1993",
    language = "Undefined",
    publisher = "IBM",

    }

    Nicola, VF, Heidelberger, P & Shahabuddin, P 1993, Bounded Relative Error in Estimating Transient Measures in Highly Dependable Non-Markovian Systems. IBM, York town Heigths NY.

    Bounded Relative Error in Estimating Transient Measures in Highly Dependable Non-Markovian Systems. / Nicola, V.F.; Heidelberger, P.; Shahabuddin, P.

    York town Heigths NY : IBM, 1993.

    Research output: Book/ReportReportProfessional

    TY - BOOK

    T1 - Bounded Relative Error in Estimating Transient Measures in Highly Dependable Non-Markovian Systems

    AU - Nicola, V.F.

    AU - Heidelberger, P.

    AU - Shahabuddin, P.

    PY - 1993

    Y1 - 1993

    KW - METIS-112691

    M3 - Report

    BT - Bounded Relative Error in Estimating Transient Measures in Highly Dependable Non-Markovian Systems

    PB - IBM

    CY - York town Heigths NY

    ER -

    Nicola VF, Heidelberger P, Shahabuddin P. Bounded Relative Error in Estimating Transient Measures in Highly Dependable Non-Markovian Systems. York town Heigths NY: IBM, 1993.