Results 31 to 40 of about 1,203 (61)
In this paper a uniform estimate is obtained for the remainder term in the central limit theorem (CLT) for a sequence of random vectors forming a homogeneous Markov chain with arbitrary set of states. The result makes it possible to estimate the rate of convergence in the CLT without assuming the finiteness of the absolute third moment of the ...
M. Gharib
wiley +1 more source
Zagreb connection indices on polyomino chains and random polyomino chains
In this manuscript, we delve into the exploration of the first and second Zagreb connection indices of both polyomino chains and random polyomino chains. Our methodology relies on the utilization of Markov chain theory. Within this framework, the article
Sigarreta Saylé, Cruz-Suárez Hugo
doaj +1 more source
ABSTRACT Background Chronic cases of canine otitis externa (OE) often develop infections with Pseudomonas aeruginosa (PA). Given the organism's high level of resistance, veterinary surgeons often turn to compounded solutions. Limited data describing the stability and potency of compounded ceftazidime (CAZ) solutions are available, which may affect ...
McKenna Snidow +6 more
wiley +1 more source
Non‐homogeneous Markov chains with a finite state space and a Doeblin type theorem
Doeblin [1] considered some classes of finite state nonhomogeneous Markov chains and studied their asymptotic behavior. Later Cohn [2] considered another class of such Markov chains (not covered earlier) and obtained Doeblin type results. Though this paper does not present the best possible results, the method of proof will be of interest to the reader.
Rita Chattopadhyay
wiley +1 more source
Background – Allergen immunotherapy is used as aetiological treatment for canine atopic dermatitis (cAD). Objective – To assess the anti‐inflammatory agent‐sparing effect over 1 year of immunotherapy using pullulan‐conjugated recombinant Der f 2 (rDf2‐P). Conclusions and Clinical Relevance – Der f 2‐P immunotherapy can lead to a rapid reduction in anti‐
Masahiko Nagata +7 more
wiley +1 more source
Products of stochastic matrices and applications
This paper deals with aspects of the limit behaviour of products of nonidentical finite or countable stochastic matrices (Pn). Applications are given to nonhomogeneous Markov models as positive chains, some classes of finite chains considered by Doeblin and weakly ergodic chains.
Harry Cohn
wiley +1 more source
Mixing Cutoff for Simple Random Walks on the Chung–Lu Digraph
ABSTRACT In this article, we are interested in the mixing behavior of simple random walks on inhomogeneous directed graphs. We focus our study on Chung–Lu digraphs, which are inhomogeneous networks that generalize Erdös–Rényi digraphs, and where edges are included independently and according to given Bernoulli laws.
Alessandra Bianchi, Giacomo Passuello
wiley +1 more source
On the asymptotic events of a Markov chain
In this paper we investigate some structure properties of the tail σ‐field and the invariant σ‐field of both homogeneous and nonhomogeneous Markov chains as representations for asymptotic events, descriptions of completely nonatomic and atomic sets and global characterizations of asymptotic σ‐fields.
Harry Cohn
wiley +1 more source
A uniformly random graph on $n$ vertices with a fixed degree sequence, obeying a $\gamma$ subpower law, is studied. It is shown that, for $\gamma>3$, in a subcritical phase with high probability the largest component size does not exceed $n^{1/\gamma ...
Pittel, B. G.
core +2 more sources
Maximal Number of Successors in a Nginar(1) Process [PDF]
2000 Mathematics Subject Classification: 60J80, 60J20, 60J10, 60G10, 60G70, 60F99.In this paper we obtain upper and lower bounds for normalized sequences of maxima, associated with a stationary integer-valued autoregressive process of first order with ...
K. Jordanova, Pavlina, K. Mitov, Ivan
core

