polytope 中文意思是什麼

polytope 解釋
多胞形
  1. ( 5 ) multi - objective model is established for determinative measure programming. polytope algorithm is adopted to solve such model

    ( 5 )對于確定性措施規劃問題,建立多目標規劃模型,求解採用復合摘要形調優演算法。
  2. At the same time, this case also shows proof that polytope algorithm is an effective direct search method to treat multi - objective optimization with constraining conditions

    同時證實了該演算法是一種比較有效地處理有約束條件的多目標優化的直接搜索方法。
  3. Based on nonsmooth analysis theory, the viability criterion is verified under the condition that the set - valued mapping in the right hand side is a polytope and the boundary function of the region is subdifferentiable and its subdifferential is a convex hull of finitely many points

    當右端集值映射為多面體,邊界為次可微函數,且次微分為有限點集凸包時,基於非光滑分析理論,給出了在一點處檢驗生存性條件是否成立的方法。
  4. First, it is assumed that the polytope exists in the system matrix, input matrix and measure matrix of the stale space model

    首先,假定多胞型不確定參數存在於狀態空間模型的系統矩陣、輸入矩陣和量測矩陣中。
  5. Using a new definition w ( p ), one can get the result of an origin - symmetric convex body as that of an origin - symmetric polytope, which is already known, and get the extreme value of the ratio

    藉助定義一個新的中心仿射不變量w ( p )把已有結論中的研究對象從中心對稱凸多胞形,推廣到一般中心對稱凸體,並求得推廣后的極值。
  6. ( 3 ) based on the studies of all kinds of methods in optimization and decision - making, combined with the characters in reservoir management, three methods which match the actual reservoir operation well, analytic hierarchy process, polytope algorithm, genetic algorithm, are recommended

    ( 3 )通過研究對比各種優化決策方法,針對油藏經營管理優化決策的特點,選取了適合油氣用實際操作的三種方法? ?層次分析法、復合形調優演算法和遺傳演算法。
  7. Fist, the problem of robust stability for the uncertain linear discrete - time systems is studied where the uncertain matrixes are unstructured, highly structured, norm bounded and matrix polytope structured. the relevant conditions that the systems is robust stability are obtained using the characteristic value method, lyapunov function method and linear matrix inequality method. then we give some examples to prove

    分別針對具有非結構不確定性、強結構不確定性、矩陣多胞形結構不確定性和范數有界不確定性等線性離散系統,利用特徵值方法、 lyapunov函數方法和線性矩陣不等式方法等進行討論,給出了相應系統的魯棒穩定性判別條件,並通過算例進行了驗證。
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