A general Cauchy-completion process for arbitrary first-order structures

Roland Hinnion


A particular way to put a uniformity on a first-order structure is introduced and the natural Cauchy-completion is studied. The corresponding compactness problem leads to interesting extensions, to directed sets, of notions usually applied to cardinals : regularity, measurability, ramifiability, etc. ...

Full Text:



  • There are currently no refbacks.