獨立隨機變量 的英文怎麼說
中文拼音 [dúlìsuíjībiànliáng]
獨立隨機變量
英文
independent random variable- 獨 : Ⅰ形容詞(一個) single; only; sole Ⅱ副詞1 (獨自) alone; by oneself; in solitude 2 (唯獨) only...
- 立 : 動1 (站) stand; remain in an erect position 2 (使豎立; 使物件的上端向上) erect; stand; set up...
- 隨 : Ⅰ動詞1 (跟; 跟隨) follow 2 (順從) comply with; adapt to 3 (任憑; 由著) let (sb do as he li...
- 機 : machineengine
- 量 : 量動1. (度量) measure 2. (估量) estimate; size up
- 獨立 : 1. (單獨站立) stand alone 2. (自主自立; 不受人支配) independence 3. (不依靠他人) independent; on one's own
- 隨機 : random stochasticrandom
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The limit theory of law of the iterated logarithm have received more and more attentions, especially about identical independent random variables. but up to now, the studies are only for partial sums and, have n ' t shown any concern on the special finite partial weight suras. however, the partial sums and partial weight sums not only have the osculating aspects, but also have essential difference between them. so the studies for these play an important role in theoretical and applied setups
因此對重對數律的研究引起了國內外學者的興趣,對獨立同分佈的隨機變量,許多學者做了大量的研究工作,但迄今為止這方面的研究仍限於部分和數列的重對數律,很少涉及到特殊加權和的領域,而部分和與加權和之間既有密切聯系,又有本質不同,因此,這一問題的研究具有一定理論意義和應用價值。Convergence properties of complex independent random variables
復值獨立隨機變量序列的收斂性Are i. i. d. random variables bounded above while the infection rate is a constant. the contact process survives locally for every
是獨立同分佈而且有上界的隨機變量,感染的速率是常數The general density function of sum of indepentent random variable of uniform distribution on [ 0, 1 ] is listed by enumerating a few special cases, where the mathematical inductive method is used
摘要通過簡單枚舉一些特例,列出服從均勻分佈的多個獨立隨機變量和的密度函數一般公式,然後用數學歸納法進行嚴格的證明。This paper gaves its equivalent propositions and proves that a. s. convergence of independent random variables ' s sum variables is equivalent to its probability convergence, and equivalent to its weak convergence
給出了它的幾個等價命題,同時還證明了獨立隨機變量和序列幾乎處處收斂等價于依概率收斂,亦等價于依分佈收斂。The weak law of large numbers for sequence of complex independent random variables
復值獨立隨機變量序列的弱大數定律The strong law of large numbers for sequence of complex independent random variables
復值獨立隨機變量序列的強大數定律A limit theorem for product of partial sums of independent random variables
關于獨立隨機變量列部分和乘積的一個極限定理Weak convergence of the distribution of independent random variable series in hilbert space
空間中獨立隨機變量序列分佈的弱收斂性In this paper we give some new results of - mixing random variables linear form. it extend relevant theorems of independent random variables
摘要給出了一些-混合隨機變量線性形式的新結果,它推廣了獨立隨機變量的相應定理。As is well known that i. i. d random sequences are special cases of na sequences or p - mixing sequences which have not properties as good as i. i. d random sequences
眾所周知,獨立隨機變量序列是na序列或者混合序列的一種特殊情況, na序列和-混合序列不像獨立序列那樣具有良好的性質。Studied the complete convergence and law of large number of arrays of rowwise nqd random variables. results extended the corresponding results of array of rowwise independent random variables
摘要研究了行為兩兩nqd的隨機變量陣列的完全收斂性和大數定律,所得結果,推廣了行獨立隨機變量陣列相應的結果。1 be a sequence of i. i. d. random variables with common d. f
1是一列獨立同分佈的隨機變量,其共同分佈為The complete convergence for partial sums of sequence of complex idd random variable
復值獨立同分佈隨機變量序列部分和的完全收斂性The weak law of large numbers for weighted sums of random variable sequences of independent and identical distribution
獨立同分佈隨機變量列加權和的弱大數定律This paper discusses from the point of complete convergence the convergence of random sequences which include both i. i. d. and dependent case, such as na sequences and - mixing sequences
這篇文章主要從完全收斂性的角度研究隨機變量序列的收斂性,不僅包括獨立同分佈的隨機變量序列,還包括不獨立的情況,例如na序列和-混合序列。In this paper, the notion of likelihood ratio, as a measure of deviation between a sequence of the arbitrary random variables and a sequence of independent random variables with different distributions, is introduced. a class of strong deviation theorems represented by inequalities are given on a subset of the sample space by constructing a negative supermartingale and using martingale convergence theorem
本文通過引進似然比作為相依隨機變量序列相對于服從不同分佈的獨立隨機變量序列的偏差的一種度量,並通過構造一個非負上鞅,利用鞅收斂定理給出了樣本空間的一個子集上的一類用不等式表示的強偏差定理。We have been familiar with " the law of iterated logarithm of kolmogorov " and " the law of iterated logarithm of hartman - wintner ". this paper will mainly discuss the law of iterated logarithm for some kind weighted partial sum
各種文獻中對獨立隨機變量序列重對數律已有深入討論,我們已熟知「 kolmogorov重對數律」及「 hartman - wintner重對數律」 。Finally, the correlation between partial silt indexes is studied. the correlation analyses between physical indexes can be used to decide whether these indexes can be looked as independent variable at the same time in reliability design, furthermore, the correlation between mechanical and physical are also studied and some empirical equations with practical usage are drawn up
本文對物理指標間的相關性作了研究,這在可靠性設計時,它們能否同時作為獨立隨機變量處理具有重要的意義;同時,又對壓縮指標、強度指標與物理指標間以及不同類強度指標間的相關關系作了分析,得出了一些有實用意義的經驗公式。It is an extension of " the law of iterated logarithm of kolmogorov ". in the course of proving, we extend two lemmas and use the relating results of partial sum increment of independent r. v
本文主要討論獨立隨機變量某種加權和重對數律,它是「 kolmogorov重對數律」的推廣。在證明過程中,首先推廣了兩個引理,並用到了部分和增量的有關結果。分享友人