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Yet it cannot be defined in singularity.
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The "singularity," as defined in his book "The Singularity Is Near," is "a future period during which the pace of technological change will be so rapid, its impact so deep, that human life will be irreversibly transformed".
The chief problem facing this definition of singularities is that the physical significance of generalized affine length is opaque, and thus it is unclear what the relevance of singularities, defined in this way, might be.
Realism, when defined in such a way that it entails both the objectivity and singularity of truth, also stands in opposition to relativism.
Second, singular configurations were defined and singularity curves were generated.
(For a discussion of defining singularities in terms of curvature pathologies, see Curiel 1998).
We also introduce the concept of "atypicity", defined as the singularity trait of a given performance, and we measure its trend in the sport law of progression.
When this equation has only real roots, the system is well defined at the singularity.
In this paper, we present explicit expressions for the polynomial defining the orientation singularity manifold in terms architecture and orientation parameters.
That is, an embedding is globally <img src="http://journals.plos.org/plosone/article/asset?id=info?doi/10.1371/journal.pone.0018295.e011.PNG" class= inline-graphic"/> in that it resolves all singularities in trajectories that define the manifold (singularities are points on the manifold where trajectories cross so that future paths are not uniquely determined).
The possibility of defining solutions near singularities is particularly important in flame modeling for it is near such points that ignition and burn-out may occur.
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