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  • Noise-induced Tipping under a Periodic Forcing

    P5547r65p?file=thumbnail
    Description:
    This dissertation considers a periodically-forced 1-D Langevin equation that possesses two stable periodic solutions in the absence of noise. We aim at answering the question: is there a most likely noise-induced transition path between these periodic solutions that allows one to identify a preferred phase of the forcing when the...
    Subject:
    Applied mathematics
    Creator:
    Chen, Yuxin
    Owner:
    Scholarly Digital Publishing
    Language:
    en
    Date Uploaded:
    02/12/2020
    Date Created:
    2019-01-01
    Resource Type:
    Dissertation
    Alternate Identifier:
    http://dissertations.umi.com/northwestern:14754 and etdadmin_upload_677031