An inverse limit has “natural projections” which are restrictions of the projections of the Cartesian product (to a domain which is the inverse limit). The reason why the projections are described as “natural” would be the following: besides the functor from an index poset to the inverse system, there is another functor from the same index poset to the inverse limit of that system, this functor being a constant functor. Then there is a natural transformation from the constant functor to the inverse limit’s functor: the components of such natural transformation are the said “natural projections”.

In the Shang and Chou periods our knowledge from archaeology of ordinary dwellings is thus far poor, but something can be said of the more pretentious edifices.

This used to be an honest old-fashioned backstreet boozer but, like Fulham itself, the pub has had its soul ripped out since it has been yuppified

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