multiplier field 中文意思是什麼

multiplier field 解釋
乘數欄位
  • multiplier : n. 1. 增加者,增殖者,繁殖者。2. 【數學】乘數；【電學】倍增器,擴程器,增效器,倍率器。3. 【經濟學】收益增值率。
  • field : n 菲爾德〈姓氏〉。n 1 原野，曠野；（海、空、冰雪等的）茫茫一片。2 田地，牧場；割草場；〈pl 〉〈集...
  1. Chapter 3 introduces the correcting ability of the rs code. then it particularly states the definition and algorithm of galois field, and analyses the realization of the limited field multiplier based on the dual basis

    第三章分析討論了rs碼的特點，給出了伽羅華有限域的定義與運算規則，推導和分析了基於對偶基的有限域乘法器實現方法。
  2. The inversionless bm algorithm in rs decoder is implemented with serial mode, which avoids the inversion computation and only needs 3 finite - field multipliers. thus, the complexity of hardware implementation has been mostly reduced. a 3 - level pipe - line processing architecture is also used in the hardware and the coding circuit in rs coder is optimized by using the characteristics of the finite - field constant multiplier

    Rs解碼器的設計採用無逆bm演算法，並利用串列方式來實現，不僅避免了求逆運算，而且只需用3個有限域乘法器就可以實現，大大的降低了硬體實現的復雜度，並且因為在硬體實現上，採用了3級流水線（ pipe - line ）的處理結構。
  3. The paper solves the saddle point, values and alterable tracks of bank nonperforming loans from optimal control theory. the eighth creative research field is as follows. shadow price ( hamiltonian multiplier ) can be got by multiplying nonperforming loans " s marginal ne

    試圖回答並且做出有創新的研究之八本文從最優控制論的角度從假設開始演繹發現了哈密爾乘子（影子價格）是銀行不良貸款的邊際負效用的倍數，倍數是由參數決定的，因為在不同的模型中，影子價格的經濟學意義是不一樣的。
  4. Chapter 5 gives the design illumination of the rs coder and decoder based on fpga. then it gives the integrated results for realization design of the rs ( 31, 15 ) error - correcting code. after that, it gives the functional and layout simulation results for the limited field multiplier, divider, rs coder and rs de - coder

    第五章給出了基於fpga實現的rs編碼器和譯碼器設計說明， rs （ 31 ， 15 ）糾錯碼設計實現的綜合結果，有限域乘法器、除法器、 rs編碼器、 rs譯碼器的功能模擬和布局布線后模擬結果，最後總結主要的調試經驗。
  5. M there are considerable number of research concendng finie elemen method on contat problem and lot of techniques such as iteraion methd, mathematics propoming, penalty method, langrange multiplier and so on hav been developed, it is not easy to popularize the presemed methods to engineering. " field due to their complicate techniques. ms prompts the author to develop an wash that is simpler in techniques and can be @ plied to geotecilllital problems iv with less difficulty

    雖然目前接觸問題有限元計算已有大量的研究成果，所提出的求解方法也很多，如直接迭代法、數學規劃法、罰函數、 langrange乘子法等，但其求解技巧普遍比較復雜而不易在工程領域推廣應用，在巖土工程中的應用則更少，因此，本文的主要工作是建立一種比較簡單、方便、能夠用於工程問題的接觸問題的計算方法，而其關鍵是相應的有限元計算公式的建立。
  6. A design of universal multiplier over finite field

    有限域上的通用乘法器設計
分享友人
分享到 Line

分享到臉書