• 科學研究
    報告題目:

    Dynamics of scalar parabolic equations on S^1 or interval

    報告人:

    周盾 副教授(南京理工大學)

    報告時間:

    報告地點:

    騰訊會議 ID:622 988 415 https://meeting.tencent.com/s/MytEbpUYUNpq

    報告摘要:

    In this talk, asymptotic behavior of bounded solutions of almost periodic parabolic equation on S1 will be discussed.In particular, I will present some of our works on the structure of omega-limit sets. It was discovered that any minimal set can be residually embedded into an invariant set of almost automorphically-forced circle flow. In some special case, the flow on the minimal set topologically conjugates to an almost periodically forced flow on R or S^1. Furthermore, the structure of omega-limit sets will also be thoroughly investigated. Finally, I will prove that any non-wandering point of an autonomous or periodic scalar parabolic equation on S^1 should be a limit point.

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