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- W2369735850 abstract "Suppose that random environment q={q(n)}∞0, is i.i.d. and valued on [0,1], RWRE {Sn}∞0,S0=0, integers xi (i≥0),x,y, satisfies P(Sn+1=y|S1=x1,…,Sn-1=xn-1,Sn=x,q)={q(n),y=x+1,1-q(n),y=x-1,0,,others. We prove: If p1/2,Sn→+∞,a.e., n→∞; If p1/2,Sn→-∞,a.e., n→∞; If p=1/2,-∞=(lim infSn)/(n→+∞)(lim supSn)/(n→+∞)=+∞,a.e., n→∞." @default.
- W2369735850 created "2016-06-24" @default.
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- W2369735850 date "2008-01-01" @default.
- W2369735850 modified "2023-09-26" @default.
- W2369735850 title "The Recurrence of One-dimensional Nearest-neighbour Random Walks in a Time Random Environments" @default.
- W2369735850 hasPublicationYear "2008" @default.
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