In this thesis, we investigate how convex optimization can be used to analyze different classes of nonlinear systems at various scales algorithmically.

 
  • 進(jìn)行鋪面結構的力學(xué)分析時(shí),一般把鋪面簡(jiǎn)化成二維的問(wèn)題進(jìn)行分析以減少計算的復雜性。
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