Shared more. Cited more. Safe forever.
    • advanced search
    • submit works
    • about
    • help
    • contact us
    • login
    Browsing Theses and Dissertations (MU) by Thesis Department 
    •   MOspace Home
    • University of Missouri-Columbia
    • Graduate School - MU Theses and Dissertations (MU)
    • Theses and Dissertations (MU)
    • Browsing Theses and Dissertations (MU) by Thesis Department
    •   MOspace Home
    • University of Missouri-Columbia
    • Graduate School - MU Theses and Dissertations (MU)
    • Theses and Dissertations (MU)
    • Browsing Theses and Dissertations (MU) by Thesis Department
    JavaScript is disabled for your browser. Some features of this site may not work without it.
    advanced searchsubmit worksabouthelpcontact us

    Browse

    All of MOspaceCommunities & CollectionsDate IssuedAuthor/ContributorTitleIdentifierThesis DepartmentThesis AdvisorThesis SemesterThis CommunityDate IssuedAuthor/ContributorTitleIdentifierThesis DepartmentThesis AdvisorThesis Semester

    Statistics

    Most Popular ItemsStatistics by CountryMost Popular AuthorsStatistics by Referrer

    Browsing Theses and Dissertations (MU) by Thesis Department "Applied mathematics (MU)"

    • 0-9
    • A
    • B
    • C
    • D
    • E
    • F
    • G
    • H
    • I
    • J
    • K
    • L
    • M
    • N
    • O
    • P
    • Q
    • R
    • S
    • T
    • U
    • V
    • W
    • X
    • Y
    • Z

    Sort by:

    Order:

    Results:

    Now showing items 1-2 of 2

    • Title
    • Date Issued
    • ascending (A-Z)
    • descending (Z-A)
    • 5
    • 10
    • 20
    • 40
    • 60
    • 80
    • 100
    • Iterative approximation of Markov process parameters in a model of large scale business purchases 

      Highsmith, Max (University of Missouri--Columbia, 2020)
      Large scale business to business purchases often involve a series of vetting stages which must be satisfied prior to their resolution. This paper models the progression of sales projects through a company's sales pipeline ...
    • On the sensitivity of the solitary wave profile recovery formula to wave speed noise 

      Bleile, Jessica (University of Missouri--Columbia, 2016)
      We derive a bound on the error in the recovery of the profile of an irrotational solitary water wave from pressure data given noise in the measurement of the wave speed. First, we prove that Constantin's exact solitary ...

    Send Feedback
    hosted by University of Missouri Library Systems
     

     


    Send Feedback
    hosted by University of Missouri Library Systems