In this paper, we first discuss transition probability and hitting time of the simple random walk on the fractal SG(2,3), and combined with branch processes theory, We construct a Feller process X on SG (2, 3), and prove that the semigroup of X is symmetric respect to some radon measure, and the sample paths are holder contlnuous with the order log3/log(17)in probabllity one.
研究了分形集SG（2，3）上隨機游動轉移概率及首中時的性質，結合分枝過程理論構造了SG（2，3）上的布朗運動，并研究了這種過程半群的對稱的性質以及樣[樣本]軌道的性質，證明了其樣[樣本]軌道以概率1具有指數(shù)log3／log（90/17）的Hoder連續(xù)性。
Based on the no-preemptive priority queuing network model and infinitesimal perturbation analysis theory,the partition schemes of sample paths are proposed.
針對基于CORBA(Common object request broker architecture)和尺寸測量接口標準(Dimensional measurement interface standard,DMIS)的分布式測量系統(tǒng)(Distributed measurement system,DMS),根據(jù)多用戶非搶占優(yōu)先排隊網(wǎng)絡靜態(tài)性能模型,提出基于無窮小攝動分析的樣[樣本]軌道劃分方法,建立測量系統(tǒng)服務窗口的動態(tài)調度算法,實現(xiàn)測量系統(tǒng)的時間性能調優(yōu)。
The multifractal analysis of sample paths of Brownian sheet W={W(s 1,s 2):s 1,s 2≥0} is discussed.
主要研究布朗單 W ={ W( s1 ,s2 ) :s1 ,s2 ≥ 0 }樣[樣本]軌道的重分形分析問題 。
