What we now have to prove is that: if an overring R* of R is such that R* is an integral domain, R* is integral over R and the quotient field 𝔏* of R* is a finite algebraic extension of 𝔏, then R* is a local ring and a finite R-module.
Lying there, on a shake-down comfortable enough, made up of dried lallang - the thick, strong grass of the country - covered by a scarlet blanket, and looking very feeble and wan, was my old chum of bygone years in the --th Regiment!
Heawe’er I pood o Cricket, on keaw’rt meh deawn ith Nook, o side oth' Hob
I also remember the old Royal Mews that stood on the site of the present trumpery National Gallery, with its too suggestive pepper-boxes; […]
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