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Unlike the logical apparatus Whitehead developed with Russell, Whitehead's attempt to provide a metaphysical unification of space, time, matter, events and teleology has been less than enthusiastically embraced by members of the broader philosophical community.
The main merit of Torretti's view is that it takes very seriously the unification of space and time effected by special relativity and so famously announced in the opening lines of Minkowski (1908).
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As is well known, Triebel-Lizorkin spaces are the unification of several classical function spaces such as Lebegue spaces L p ( R d ), Sobolev spaces H p s ( R d ), Lipschitz spaces C s ( R d ), and so on.
We recall that the Triebel-Lizorkin space is a unification of most of the classical function spaces used in partial differential equations such as Lebesgue space (L^{p}(mathbb{R}^{N})), Sobolev space (H_{p}^{s}(mathbb{R}^{N})) and Hölder space (C^{s}(mathbb {R}^{N})) for (s>0).
As a generalization and unification of partial metric and b-metric spaces, Shukla [34] introduced the concept of partial b-metric space as follows.
Unification of special symbols (such as variants of dash, hyphen, and quote characters), removal of space characters placed before brackets in writings of crystal indexes, etc. Regular expressions are used.
Later, Jachymski [11] presented an unification of the previous results by considering complete metric spaces endowed with a graph G.
In 2008, Jachymski [24] presented a nice unification of most of the previous results on a fixed point in metric spaces endowed with a graph.
That will be unification of a sort.
The biggest challenge was the unification of Germany.
The unification of mind comes through the filmmaking".
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