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The notion of orbifold fundamental group has turned out to be quite useful also in real algebraic geometry, where one considers the action of complex conjugation on a real algebraic variety (see [97] for example).
On the other hand there are situations where one considers inequalities which are realized by non symmetric sets or functions.
As stressed by Hallnäs (1991), this is comparable to the situation in recursion theory where one considers partial recursive functions.
We are thus setting aside the question of pluralism as it might arise in a more metaphysical setting where one considers questions such as whether natural numbers are "really" sets or whether instead there are two distinct domains of objects natural numbers and the finite ordinals of set theory.
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This issue is also central in synthetic biology, where one usually considers the spatial localization in the cell of the genes of the inserted synthetic construct as irrelevant for its temporal dynamics.
When I consider that AIG's financial products unit wrote protection on $400 billion worth of assets when its parent's assets footed to $200 billion, the words "fraudulent conveyance" light up in my mind like neon, especially when one considers where and at what valuations those bailout funds have gone (foreign banks, Goldman Sachs).
For the Information class, disagreements occurred most often when the event-predicate to be annotated consisted of general knowledge, where one annotator considered these event-predicates as world knowledge, and therefore, not specific to any location, while the other annotator considered them as information about specific locations.
However, there are examples of artifact evolution where one could consider roles for acquisitive and biological fitness.
Remark 5.2 The results can be generalised to α-modulation spaces analogically where one should consider the so-called α-covering rather than the uniform decomposition.
This leaving rate is equivalent to the rate of ligand exchange from the cation:ligand complex, which under isothermal conditions where one cation is considered, is dependent primarily on the equilibrium stability constant.
This is in contrast to previous studies where one phase was considered a perfect conductor and the other one a perfect nonconductor or insulator.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com