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- Choquet完備Choquet complete
- Choquet容度choquet capacity
- Choquet積分Choquet integral
- Choquet-積分Choquet integrals
- Choquet模糊積分Choquet fuzzy integral
- 模糊Choquet積分Fuzzy Choquet Integrals
- 實(shí)體基建無(wú)論如何完備，仍須配合合適的人才，方可妥善運作。A robust physical infrastructure cannot function effectively without the input of the right calibre.
- 集值模糊Choquet積分set-valued fuzzy Choquet integrals
- 完備格complete lattice
- 余完備Cocompleteness
- 上完備upper completeness
- 完備契約complete contract
- 有限的事例集上,基于模糊測度的Choquet模糊積分的計算可以用乘積與求和算子來(lái)表示,即轉化成模糊測度的線(xiàn)性組合.Considering the fact that Choquet fuzzy integral based on fuzzy measures can be transferred into the linear combination of product and sum.
- 功能完備complete functions
- 資料完備complete information
- 算法實(shí)用于紅外/毫米波融合目標識別系統,融合識別結果與 D-S 證據理論方法作了比較,證明了基于 Choquet模糊積分方法的有效性。The algorithm is proved in the real IR/MMW fusion recognition system, the fusion result of recognition which compares with that of D-S evidence theory shows the efficiency of the method based on Choquet fuzzy integral.
- 完備系統complete system
- 證明了Choquet積分定義的新的單調集函數遺傳了原來(lái)集函數的幾個(gè)重要的結構特性 ,如弱零可加性、強序連續性、性質(zhì) (S)和偽距離生成性質(zhì)等 .It is shown that several important structural characteristics of the original set function, such as weak null additivity, strong order continuity, property (s) and pseudometric generating property, etc. , are preserved by the new set function.
- 廣義完備generalized completeness
- 完備映射perfect mapping
