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We provide some convergence properties by adapting the ideas of Tseng.
We improve Tseng’s results by relaxing the identifiability condition on the proximal term, a condition which is not verified for most mixture models and is hard to be verified for “non mixture” ones.
These structures are in addition to the ordered structures previously reported at approximately thirty-eight percent of the boundary layer thickness.
The computational procedure is used to determine the entropy generation rate for each spectral velocity component at each of several stream wise stations and for each of several injection velocity values.
Abstract: In this paper, we develop three different methods for computing the expected logarithm of central quadratic forms: a series method, an integral method and a fast (but inexact) set of methods.
The approach used for deriving the integral method is novel and can be used for computing the expected logarithm of other random variables.
This system holds the chaotic characteristics of different chaotic systems in a random way and has more complex chaotic behaviors.
In this paper, we aim to provide a novel image encryption algorithm based on a new two-dimensional (2D) CDCS.
Random values and the total information of the plain image are added into the diffusion procedure to enhance the security of the proposed algorithm.
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From the start of 2016, the journal uses article numbers instead of page numbers to identify articles.
Experimental results demonstrate that maximum acoustic entropy emanating from materials during the course of degradation remains similar.
Experiments are shown for two different types of materials: Aluminum 6061 (a metallic alloy) and glass/epoxy (a composite laminate).