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In this paper, a group shift is an expansive action of Zd on a compact metrizable zero dimensional group by continuous automorphisms. All group shifts factor topologically onto equal-entropy Bernoulli...
For d ≥ 2, we use results of Hochman and Meyerovitch to construct examples of Zd shifts of finite type of entropy log N, N ∈ N, which cannot factor topologically onto the Zd Bernoulli shift on N symbo...
For d ≥ 2 we exhibit mixing Zd shifts of finite type and sofic shifts with large entropy but poorly separated subsystems (in the sofic examples, the only minimal subsystem is a single point). These ex...
Motivating Problem: Experimentation related to the engineering design of commercial corn harvesting equipment.Investigation about how the efficiency of harvesting performance is influenced by six vari...
For a regular 2(l1+l2)−k design D containing l1 Group I factors and l2 Group II factors, let Ai1,i2(D) be the number of words in the defining contrast subgroup containing i1 Group I factors and ...
Factor analysis (FA) is used to summarize the data covariance structure in a few dimensions of the data. FA attempts to identify underlying variables that explain the pattern of correlations within a ...
We give sufficient conditions for a shift space $(\Sigma,\sigma)$ to be intrinsically ergodic, along with sufficient conditions for every subshift factor of $\Sigma$ to be intrinsically ergodic. As a...
I would like to thank my advisor, professor Eilon Solan, for the time, effort and goodwill he invested helping me with my research. I would also like to thank professor Dov Samet and proffesor Ehud Le...
This paper discusses the reliability equivalences of a parallel- series system. It is assumed that the system components are independent and identical. Each has a constant failure rate. We assumed t...
The purpose of this note is to present a theorem having conditions of new type and to weaken some assumptions given in two previous papers simultaneously.
A Note on Summability Factors     Summability Factors  Note       2008/7/3
A Note on Summability Factors.
A Note On Sums Of Powers Which Have A Fixed Number Of Prime Factors.
A crucial assumption of a previous theorem of the author is omitted without changing the consequence. This is achieved by proving a new (?) estimation on the absolute value of the terms of a real sequ...
A crucial assumption of a previous theorem of the author is omitted without changing the consequence. This is achieved by proving a new (?) estimation on the absolute value of the terms of a real sequ...
In this paper a theorem on the absolute Nörlund summability factors has been proved under more weaker conditions by using a quasi -power increasing sequence instead of an almost increasing sequen...

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