invariant set造句
例句與造句
- Construction of lp multiresolution analysis on invariant set
空間的多尺度分析的構(gòu)造 - Various inverse shadowing properties of diffeomorphism on the hyperbolic invariant set
在雙曲不變集上的各種反跟蹤性 - Invariance principle and state feedback stabilization of invariant sets of switched systems
切換系統(tǒng)的不變性原理與不變集的狀態(tài)反饋鎮(zhèn)定 - The invariant set and attractor for a class of non - autonomous delay differential system are investigated in this paper
摘要研究了一類非自治時(shí)滯微分系統(tǒng)的解的不變集與吸引集。 - By the control lemma of chart - radius and through using the method of integrating , the author estimates the existence range of the invariant set and its attractor
由譜半徑的控制引理，利用積分的方法，得到其解的不變集與吸引集的存在條件及存在范圍。 - It's difficult to find invariant set in a sentence. 用invariant set造句挺難的
- Recently , xie jianhua ~ [ 14 ] obtained there is a hyperbolic invariant set when mm = 4 . 0318 on the basis of the symmetry of the model for = 1
最近，謝建華在1998年利用對(duì)稱性給出了= 1時(shí)彈跳球模型存在雙曲不變集的條件( _ ( min ) 4 . 0318 ) 。 - The paper discusses the invariant set and attractor for a class of non - autonomous delay differential system . we estimate the existence range of the invariant set and its attractor
摘要研究了一類非自治時(shí)滯微分系統(tǒng)的解的不變集與吸引集的存在性，得到了其解的不變集與吸引集的存在的范圍。 - We define a type of hyperbolicity on the full measure invariant set which is given by the oseledec ' s multiplicative ergodic theorem and prove that the system has the lipschitz shadowing property on it
對(duì)于由oseledec乘法遍歷定理得到的滿測(cè)度( fullmeasure )不變集定義了雙曲性，并證明了系統(tǒng)在這個(gè)不變集上具有l(wèi)ipschitz跟蹤性。 - In this paper it is proved that the invariant sets of the expansive flows with the shadowing property show the continuity with perturbation and the weakly invariant sets of c ^ 0 flows have the generic property of continuous change with perturbation
摘要證明緊致流形上具有跟蹤性的可擴(kuò)流的不變集隨擾動(dòng)的連續(xù)性及c ^ 0流的弱不變集隨擾動(dòng)而連續(xù)變化的通有性。 - Based on the existing theoretical results on model predictive control , this thesis is devoted to the development of the framework of robust model predictive control with guaranteed robust feasibility , roboust stability and real - time applicability . to achieve this goal , the relevant theory and approaches , such as linear matrix inequalities ( lmi ) , robust controllable invariant set , robust controllable contractive set and multi - parameter linear programming , are employed in the research work
本論文在預(yù)測(cè)控制理論已有研究成果的基礎(chǔ)上，利用線性矩陣不等式、魯棒可控不變集、魯棒可控收縮集、多參線性規(guī)劃等相關(guān)理論和方法，探索具有可行性、穩(wěn)定性和一定實(shí)時(shí)性保證的魯棒預(yù)測(cè)控制設(shè)計(jì)框架。 - The conclusions on the invariant set deduced in last chapter are applied to this model . although some results are deduced with the aid of computer computing , we stil1 regard it is rigorous because of the nonempty of the regions we obtained . the following numerical simulations further reinforce our results
并通過計(jì)算機(jī)數(shù)值計(jì)算論證了我們給出摘要的具體參數(shù)范圍并非空集；爾后，我們還將第二章中得到的不變集的性質(zhì)運(yùn)用于該時(shí)間映射之中；最后，我們給出了相應(yīng)的數(shù)值模擬以進(jìn)一步說明理論證明的有效性和正確性 - In this thesis , we mainly discuss some potential theory in the framework of markov processes . firstly , we study the properties of invariant sets and absorbing sets , introduce the concept of a - excessive function , a - excessive measure , a - recurrent and a - transient for right processes , where a < 0 , and give a thorough investigation
本文討論了右過程的不變集與吸收集的性質(zhì)，并且將過分函數(shù)，過分測(cè)度，常返和暫留的概念分別推廣為0時(shí)右過程的-過分函數(shù)，過分測(cè)度， -常返和-暫留的概念，并給出了一系列的刻畫。 - In this paper , we choose a reasonable basic area and a coordinate transform and give conditions that ensure the invariant set or hyperbolic invariant set exist in the bouncing ball model by using the mosers and zhou jianying ' s conditions respectively . thus , the existence of horseshoe of the bouncing ball model is solved effectively
本文對(duì)碰撞恢復(fù)系數(shù)為0 1的彈跳球模型，通過選取合理的基本區(qū)域和引入適當(dāng)?shù)淖鴺?biāo)變換，分別利用moser條件和周建瑩提出的一組微分條件，給出了彈跳球模型存在雙曲不變集和不變集的條件，從而很好地解決了該模型馬蹄的存在性問題。 - Firstly , some basic properties of the limit shadowing are given ; secondly , we give the characterization of both lin - ear automorphisms and linear flows on r ~ ( n ) with the limit shadowing property ; thirdly , as applications we prove that the hyperbolic endomorphisms on t ~ ( n ) have the limit shadowing properties , smale " horseshoes " have the same prop - erties on their invariant sets
首先，給出了極限跟蹤性的一些基本性質(zhì)；其次，得到了n維歐氏空間上線性自同構(gòu)及線性流具有極限跟蹤性的特征；最后，作為應(yīng)用證明了雙曲環(huán)面自同態(tài)以及smale “馬蹄”在其不變集上具有極限跟蹤性。