invariant distribution function 中文意思是什麼
invariant distribution function
解釋
不變分佈函數- invariant : adj. 不變的,無變度的;一定的,恆定的。n. 【數學】不變式;不變量。n. -iance
- distribution : n 1 分配,分發,配給;分配裝置[系統];配給品;配給量;【經濟學】配給方法,配給過程;分紅;【法律...
- function : n 1 功能,官能,機能,作用。2 〈常 pl 〉職務,職責。3 慶祝儀式;(盛大的)集會,宴會。4 【數學】...
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Invariant distribution is a greatly important property of standard transition function in continuous - time markov chains and jump processes, it is of considerably significnce to study it
不變分佈是連續時間馬氏鏈中標準轉移函數及跳過程的一個重要性質,對不變分佈的討論有著十分重要的意義。 -
The dissertation is devoted to the studies on invariant distribution and convergence rate. the aims of the paper are to identify invariant distribution of q - function and to find criteria of convergence rate which are easy to check
本學位論文致力於不變分佈和收斂速度的研究,其目的是得到q -函數不變分佈的構造,以及容易驗證的收斂速度判定準則。 -
In chapter 3, first we answer the open problem of williams ( 1979 ). we solve the problem completely when q - matrix is totally stable or uni - instantaneous, that is, we not only prove the existence of q - function but also identify the q - function. second, for invariant distribution of jump processes, we also obtain some good results
第三章首先回答了williams ( 1979 )開問題,對q -矩陣為全穩定和單瞬時情形,完整的解決了該問題,也就是說,不僅證明了q -函數的存在性,而且還把具體的q -函數構造出來了;其次對跳過程的不變分佈,也得到了很好的結果。 -
Chapter 4 is dedicated to the study on - invariant distribution. first, as q - matrix is totally stable or uni - instantaneous, we prove the existence of - invariant distribution of q - function and identify the q - function. second, we generalize - invariant distribution to jump processes and obtain some good properties and results
第四章致力於-不變分佈的研究,首先對q -矩陣為全穩定和單瞬時情形,證明了q -函數-不變分佈的存在性,並且也把具體的q -函數構造出來了;然後把-不變分佈推廣到跳過程,得到了一些較好的性質和結果。
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