運算元環 的英文怎麼說
中文拼音 [yùnsuànyuánhuán]
運算元環
英文
operator ring-
Also, by the means of the pattern of matrix and the pattern of linear operator, we characterize the linear operators that strongly preserve nilpotence and that strongly preserve invertibility over antinegative commutative semirings without zero divisors
另外,利用矩陣模式和運算元模式等工具,我們在非負無零因子半環上刻畫了強保持冪零的線性運算元和強保持可逆的線性運算元In this paper, we characterize the linear operators preserving adjoint matrices on the spaces of all matrices, symmetric matrices and upper triangular matrices over domain
摘要木文刻畫了整環上的全矩陣空間、對稱矩陣空間和上三角矩陣空間上保持伴隨矩陣的線性運算元的結構。Among these works, the linear operators concerned are linear operators on matrix spaces over some fields or rings
在這些工作里我們看到所涉及到的線性運算元主要是在域或環上的矩陣空間上的線性運算元In addition, in a certain infinite dimensional space, the paper will provide an example of nonwandering semigroup and a sufficient condition for nonwandering semigroup. according to recent results and methods, we may get the hypercyclic decomposition of nonwandering semigroup. and, we will discuss the hypercyclic decomposition from the multi - hypercyclic operator provided not long ago
本文還將在特定的無窮維空間找出具體的非游蕩運算元半群例子,將給出非游蕩運算元半群的一個充分條件,且依照已有的結果和方法獲得非游蕩運算元半群的超循環運算元半群分解。The paper will utilize the properties and the latest work for hypercyclic operators and semigroups, and particularly for the theory of nonwandering operators, hypercyclic semigroups, and chaoticand semigroups. combining their definitions, we will form their connections
本文利用超循環運算元和半群的性質和最新的研究進展,著眼于非游蕩運算元理論與超循環運算元(及半群) 、混沌運算元(及半群)或者更一般的半群,結合各自定義建立之間聯系。Product data management subsystem can be used to manage the product data and result of design of each feature - based segment of shaft. parameterization drawing subsystem can be used to draw automatically the segment of shaft according to the input data. parameterization computing subsystem can be used to design the structure of shaft, analyze the force on the shaft, and verify the intensity and rigidity of a shaft
產品數據管理子系統的主要功能是對各個特徵軸段的產品數據信息和設計計算結果進行集中管理;參數化繪圖子系統的主要功能是在autocad環境下根據用戶交互輸入的已知條件對特徵軸段進行自動繪制;參數化計運算元系統的主要功能是根據用戶交互輸入的已知條件對軸進行結構設計、受力分析和強度、剛度校核。The integral operator is introduced such that the control system achieves a zero steady state error
滑模面中積分運算元的引入確保了閉環系統零穩態誤差的性能要求。This evaluation problem is formulated as a multi - attribute decision - making model in a fuzzy environment and solved by a fusion method based on the meowa operators
首先,將製造彈性評估問題建構為一個模糊環境下多屬性決策模式,並提出一種運用meowa運運算元的語意融合演演算法于評估製造彈性。We detailed toeplitz operator with unomodular symbol, and generated the theorem proved by michael sand in [ 2 ] from h to h + c ( t ). in the second part of this paper, the author discussed simply when multipliction of two toeplitz operators with symbol in h + c ( t ) or in l. we got two conclusions by analyzing symbol of toeplitz operators. the last, we investigated whether multiplication of two toeplitz operators, which range included all non - cyclic vectors of backward shift, is surjective, and partly answered the question about surjective toeplitz algebra posed by michael sand in [ 2 ]
對于單個的toeplitz運算元,考慮其符號的內外分解,得到了它的滿射只與其幺模部分有關的結論,詳細地討論了符號為幺摸函數的toeplitz運算元的各種情況,在討論符號在h ~的特殊情形時,推廣michaelsand [ 2 ]中的定理2到h ~ + c ( t ) ,第二部分簡單地討論了符號在h ~ + c ( t )以及l ~中的兩個toeplitz運算元的乘積的滿射情況,先對toeplitz運算元的符號進行分析得到兩個結論,最後考察了toeplitz運算元的乘積的值域包含后移運算元的所有非循環向量的滿射情況,部分地回答了michaelsand在[ 2 ]中提出的toeplitz代數滿射問題。Ring automorphisms of reflexive algebras
自反運算元代數的環自同構We give some conditions under which mappings are derivations on operator algebras in chapter 2 and 3. generalized jordan derivations and generalized jordan triple derivations on prime rings and standard operator algebras are introduced and studied in chapter 4
在第四章我們給出了廣義jordan導子和廣義jordantriple導子的定義,研究了素環和標準運算元代數上的廣義jordan導子和廣義jordantriple導子。This dissertation is composed of follows : a ) introducing new logic operator into the traditional agent bdi model, including bel, asm, des, goal and int, in order to describe the dynamic restrictions and interactive triggering relations between belief, desire and intention of agent. a new intentional model was built in complementation of the kd45 regular modal logic axiom, which is the base of agent self - control interaction with the outer environment
在傳統的理性agent的bdi形式化邏輯模型中作者引入新的邏輯運算元bel 、 asm 、 des 、 goal和int等,表達了信念、願望和意圖三者間的動態約束與相互激發關系,補充了正規模態邏輯的kd45公理,建立agent從信念到動作選擇的的意圖模型,為研究agent與環境交互的自主行為模式提供了理性化模型。The image features of object and ambiance in the real robot visual servo system are analyzed. the method of object recognition based on image segmentation and corner detection is presented. an image is segmented into several regions by image segmentation
分析了實際的機器人視覺系統中目標物體以及環境的圖像特徵,提出基於圖像分割與角點檢測的物體識別方法,通過圖像分割將整幅圖像分割為一個個的單一物體區域,分別利用角點檢測,找出與模板角點信息相匹配的區域,然後利用基於模糊自適應操作運算元遺傳演算法的圖像匹配方法尋求最優匹配。In this paper, we shall characterize the linear operators that strongly preserve nilpotent matrices and that strongly preserve invertible matrices over boolean algebras and antinegative semirings without zero divisors
本文將刻畫在布爾代數和非負無零因子半環上強保持冪零矩陣和可逆矩陣的線性運算元Perfection and adjustment according to system properties, it combines genetic algorithms with fuzzy control, detailed analyzes the problem of designing fuzzy controller and proposes two advanced schemes : first scheme : the change - of - variables are emerged into input variables of the simple fuzzy controllers of oil feeding pump system as one variable, and one pi block is connected after output of fuzzy controllers, consequently the structure of the improved fuzzy controller is analyzed, finally genetic algorithms with adaptive probabilities of crossover and mutation is applied to optimize membership functions and fusing factors of the fuzzy controllers, and the simulation results of before and after optimization are compared
由於在模糊控制器的設計過程中存在較多的人為因素,為了實現根據系統特性對模糊規則和隸屬函數進行自動修正、完善和調整,本文將遺傳演算法和模糊控制結合起來,並針對前面設計的模糊控制器中所存在的問題進行了詳細分析,提出了兩種改進方案: 1在簡單模糊控制器的輸入變量中加入了變量變化率的信息,即將輸入變量和變量的變化率融合為一個輸入量,並在模糊控制器的輸出端加入比例、積分環節,然後分析了這種改進后的模糊控制器的解析結構,最後採用改進后的自適應遺傳運算元的遺傳演算法對模糊控制器中的隸屬函數和融合因子進行優化,並將優化前後的結果作了比較和分析。 2Commutative operator ring
交換運算元環In this paper, i investigated mainly the reflexivity of ( strictly ) cyclic subalgebras of operators, and also discussed some properties regarding their reflexivity. it can be divided into four sections
本文主要探討研究了(嚴格)循環運算元代數的自反性及其它與自反性相關的一些性質,全文共分為四部分。I also introduce how the author came up with the thoughts of the thesis and the main results. in the second part, i discussed some properties regarding the reflexivity of cyclic subalgebras on a normed vector space. the 2 - refiexivity and hyporeflexivity of cyclic subalgebras are attained, and the answers to deddens ' s questions in reference document [ 19 ] are obtained partly
第1章介紹了自反代數的發展概述及問題的提出,以及本論文的主要內容;第2章討論了循環運算元代數的2 -自反性和亞自反性以及其它一些與自反性相關的性質,並且部分地回答了deddens的問題:第3章推廣( alanlambert的)定理1The guaranteed cost control problem of robust stabilization and robust performance for uncertain systems which is described by 8 operator is discussed in this paper. the condition of existing guaranteed cost controller is analyzed and proved in which the method of linear matrix inequality ( lmi ) is used. a output feedback controller of the uncertain discrete time system described by 6 operator is designed, which guarantees the system is quadratic stabilization
採用線性矩陣不等式( lmi )處理方法研究了delta運算元描述的不確定離散系統的輸出反饋保成本控制問題,設計了輸出反饋控制器,使得閉環不確定系統不僅是魯棒穩定的,而且對所有允許的不確定性,給定二次型性能指標的閉環性能值不超過某個確定的上界。The genetic algorithms is by means of the coding technology, application is reproduction, hybridization and the abrupt change and so on the genetic factor, intial stage race make up to chromosome, degree of adapting to analysis, constitute bad the eliminating of superior 、 natural environment of survival of the fittest, come into being out the fresh good race
摘要遺傳演算法通過編碼技術,運用繁殖、雜交、和突變等遺傳運算元,對染色體組成的初始種群,進行適應度分析,構成優勝劣汰、適者生存的自然環境,產生出新的更加優良的種群。分享友人