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- Fuzzy matrix equation Fuzzy矩陣方程
- A model is developed for a xx analysis using fuzzy matrices. 開(kāi)發(fā)出用模糊矩陣做xx分析的模型。
- At first, both the concepts of fuzzy set and fuzzy re-lation are given, and the convergence of fuzzy matrices is introduced. 我們從模糊集與模糊關(guān)系的概念開(kāi)始，引出模糊矩陣冪序列的收斂性問(wèn)題。
- A simple method of searching the least squares solution to the contradictory matrix equation AX=B is given by means of elementarily transforming of the matrices. 用矩陣初等變換的方法給出了求不相容矩陣方程AX=B最小二乘解的一種簡(jiǎn)便方法。
- This paper analyzes the limitation of calculating the quotiety of AHP indicator using triangle fuzzy matrix. 分析了三角模糊數法確定AHP指標權重時(shí)存在的缺陷。
- So we get two solution with different forms of the matrix equation AX-X(superscript T)B=C. 從而得到了矩陣方程AX-X(上標T)B=C兩種不同形式的解。
- An algorithm was constructed to solve the least squares bisymmetric solution of a class of matrix equation. 摘要構造了一種迭代法求一類(lèi)矩陣方程的最小二乘雙對稱(chēng)解。
- By means of solving matrix equation group, predictive decoupling controller is realized. 通過(guò)求解二元一次矩陣方程組，實(shí)現了多步預測的解耦控制。
- In evaluating water quality, fuzzy matrix, compared with single factor way, can reflect more realistically the grade of water. 摘要模糊矩陣法評價(jià)水質(zhì)級別，比單因子評價(jià)法更真實(shí)地反映水體水質(zhì)級別的具體歸屬。
- The calculation method is based on node admittance matrix equation and takes LU factorization algorithm. 運行仿真基于節點(diǎn)導納矩陣方程的迭代求解，采用了LU三角分解法。
- By employing fuzzy Multi-Objective Decision Making(MODM),objective functions and fuzzy matrix are set up with the minimized weighted relative deviation distance method. 由于硐室爆破參數的選取具有模糊性，故提出了一種對爆破參數選取進(jìn)行多目標參數模糊優(yōu)化的方法。
- Basically, neglecting azial deformations corresponds to the omission of rows 1 and 4 and columns 1 and 4 of the stiffness matrix equation (15.1) . 忽略不計軸向變形基本上可以說(shuō)相當于刪去方程（15-1）中剛度矩陣的第1行和第4行及第1列和第4列。
- We first define the dissimilarity measure between the neighboring regions, and based on this dissimilarity measurement, a fuzzy matrix calculation followed by hierarch... 本文對多種類(lèi)型的圖像進(jìn)行了實(shí)驗。
- Based on them, some properties of the coefficient matrix A are presented when the matrix equation has a positive definite solution. 根據這兩個(gè)定理,當矩陣方程有對稱(chēng)正定解時(shí),給出了系數矩陣。
- The keys of affecting the veracity of the fuzzy reasoning were brought forward resting with selecting the subjection function and making certain the fuzzy matrix. 提出影響模糊推理準確性的關(guān)鍵問(wèn)題在于隸屬函數的選擇及模糊矩陣的確定。
- Aim To study the solving methods of linear matrix equations. 摘要目的進(jìn)一步研究線(xiàn)性矩陣方程的解法。
- Using AHP,the hierarchical structure model was established and the index weights were determined.Beaed on FCE methed,the evatuating fuzzy matrix was constructe... 運用層次分析法建立層次結構模型,確定指標權重,通過(guò)模糊綜合評價(jià)法構建評價(jià)模糊矩陣,進(jìn)行模糊運算,得出綜合評定結果。
- Basically, neglecting axial deformations corresponds to the omission of rows 1 and 4 and columns 1 and 4 of the stiffness matrix equation(15. 1). 忽略不計軸向變形基本上可以說(shuō)相當于刪去方程(15-1)中剛度矩陣的第1行和第4行及第1列和第4列。
- In the value algorithm another classical algorithm gmres algorithm, uses for to solve the large-scale matrix equation question. 數值算法中另一個(gè)經(jīng)典算法gmres算法,用來(lái)求解大型矩陣方程問(wèn)題。
- Based on the theory of linear matrix equation AX=B， a formula for solving the Liapunov matrix equation ATX+XA=-E is given. 以線(xiàn)性矩陣方程AX=B的理論為基礎，給出李雅普諾夫矩陣方程ATX+XA=-E的求解公式.
