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A second advantage of the approach is that it provides a unified point of view for describing human artefacts.
In this paper, a unified point of view that includes the most of one-point Newton-type iterative methods for solving nonlinear equations is introduced.
We conjecture that the two different approaches in [27] and in the present paper may be considered from a unified point of view in some way.
Using a martingale condition and some restrictions on moments up to fourth order the characterisation problem of boson, fermion, and classical brownian motions is studied from a unified point of view entirely within the framework of elementary operator theory.
However, since the different solutions are focused on different application scenarios (Web, Grid, and network) it has been really difficult to create a unified point of view (cross-layer) for identity management and, therefore, mechanisms like Single Sign On (SSO) across different layers are considered to be a main gap in current efforts.
By virtue of low- and high-gain techniques, it is shown that certain solvability conditions are to be satisfied to achieve consensus for agents that are not exponentially unstable or are minimum-phase, leading to a unified point of view for some existing results.
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Actually the rigorous study of the functions, that an artefact should perform to satisfy the user needs, provides a universal and thus unifying point of view, which is able to correlate the user perspective on the product with its technical features.
It provides a secure single sign-on & unified access point, in the form of a web-based user interface and is designed to aggregate and personalize information through application-specific components & portlets.
In view of the issues mentioned above, we propose a novel method that jointly represents structural features for body pose and appearance features for interacting objects as a unified data point on a Riemannian manifold.
The object of this paper is to utilize the notion of common limit range property to prove unified fixed point theorems for weakly compatible mappings in fuzzy metric spaces satisfying an implicit relation due to Rao et al. (Hacet. J. Math. Stat. 37(20087-106, 2008).
His appointment at Calvin Klein is an acknowledgment of the need for a defining, and unifying, creative point of view for a brand, no matter how large.
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