oka 中文意思是什麼

oka 解釋
奧卡河
  1. Awacs oka nieba : solg warhead accelerator destroyed

    空中管制機： 「 solg的彈頭加速器被摧毀了！ 」
  2. Lansky submitted to the commander - in - chief that the chief supplies for the army were stored along the oka, in the tula and kazan provinces, and that if they retreated along the nizhni road, the army would be cut off from its supplies by the broad river oka, across which transport in the early winter was impossible

    蘭斯科伊向總司令報告說，軍隊給養主要集中在奧卡河沿岸的圖拉和卡盧加省，如果向下城撤退，給養存放地就被寬闊的奧卡河隔斷，而初冬季節河運是不可能的。
  3. The life - form spectrum, plant kinds, vertical structure and horizontal structure of oka nutural secondary forest in baotianman national reserve were preliminary analyzed, which has produced the more conjecture : the vertical distribution in the area is obvious ; the kinds of phanphytes plants in the community is the most ; the q. variabilis and q. variabilis are on predominance ground

    摘要對寶天曼自然保護區櫟類天然次生林群落的生活型譜、種類組成、垂直結構和水平結構進行了初步分析，並由此進一步推測：該地區植物群落垂直分佈較明顯；群落中高位芽植物最多，佔61 . 6 % ；栓皮櫟和銳齒櫟在群落中正處于優勢地位。
  4. Awacs oka nieba : the later you get there, the less time you ' ll have to attack the solg

    空中管制機： 「你們到得越遲，攻擊solg的時間就越緊張。 」
  5. Awacs oka nieba : the solg has fallen to an altitude low enough fou you to attack. i know you can do this. destroy it

    空中管制機： 「 solg已經降落到能讓你們攻擊的高度了。我知道你們能行。幹掉它！ 」
  6. Reich [ 2 ] proved the ergodic theorems to nonexpansive semigroups in hilbert spaces. takahashi and zhang [ 3 ], tan and xu [ 4 ] extended baillon ' s theorem to asymptotically nonexpansive and asymptotically nonexpansive type semigroups in hilbert spaces. recently, reich [ 6 ], bruck [ 5 ], oka [ 7 ] gave the ergodic convergence theorems for nonexpansive, asymptotically nonexpansive mappings and semigroups in uniformly convex banach spaces with frechet differentiable norm. li and ma [ 13 ] obtained the ergodic convergence theorems for general commutative asymptotically nonexpansive type topological semigroups in reflexive banach space, which is a great breakthrough

    Baillon [ 1 ]首先在hilbert空間的非空凸閉子集上給出了非擴張映照的弱遍歷收斂定理。 baillon的定理引起了很多數學家的興趣， reich [ 2 ]在hilbert空間中證明了非擴張半群的遍歷收斂定理。 takahashi和zhang [ 3 ] ， tan和xu [ 4 ]分別將baillon的定理推廣到漸近非擴張半群及漸近非擴張型半群。
  7. In 1982, a weak convergence theorem for nonexpensive semigroups in uniformly convex banach space was first established by miyadera and kobaysi and it was generalized to that for commutative semigroup of asymptotically nonexpansive mappings by oka [ 15 ]. feathers and dotson [ 16 ] and bose [ 1 ] gave the weak convergence theorem of asymptotically nonexpansive mappings in a uniformly convex banach space with weak continuous duality mapping by using opial ' s lemma [ 17 ]

    也正是由miyadera和kobayasi於1982年首次在一致凸banach空中給出了非擴張半群的弱收斂定理，隨后，由okaf15 ]把此弱收斂定理推廣到交換半群的漸近非擴張映照。
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