Thomas S. Graham
نویسندگان
چکیده
منابع مشابه
Thomas Graham Balfour, pioneering medical statistician and stern disciplinarian.
Thomas Graham Balfour (1813-1891) joined the Army Medical Department in 1836, becoming Assistant Surgeon to the 1st (Grenadier) Guards in 1840. He went on to become Surgeon-General of the British Army, and is chiefly remembered for his analyses of the military medical and veterinary (equine) statistics that had accrued since the Battle of Waterloo. Major Alexander Tulloch, Balfour’s superior of...
متن کاملThomas Graham Brown (1882–1965): Behind the Scenes at the Cardiff Institute of Physiology
Thomas Graham Brown undertook seminal experiments on the neural control of locomotion between 1910 and 1915. Although elected to the Royal Society in 1927, his locomotion research was largely ignored until the 1960s when it was championed and extended by the distinguished neuroscientist, Anders Lundberg. Puzzlingly, Graham Brown’s published research stopped in the 1920s and he became renowned a...
متن کامل7 Elliptic Curves and Hilbert ’ S Tenth Problem Graham
Following ideas of Poonen, we use elliptic divisibility sequences to construct two subrings of the field of rational numbers , whose compositum is the field, and for which Hilbert's Tenth Problem is undecidable. In 1970, Matijasevic [17], building upon earlier work of Davies, Put-nam and Robinson [5], resolved negatively Hilbert's Tenth Problem (hereafter Hilbert10) for the ring Z, of rational ...
متن کاملDivisibility Sequences and Hilbert ’ S Tenth Problem Graham
Following ideas of Poonen, we use elliptic divisibility sequences to construct two subrings of the field of rational numbers, which generate the field, and for which Hilbert's Tenth Problem is undecidable. In 1970, Matijasevi˘ c [19], building upon earlier work of Davies, Put-nam and Robinson [6], resolved negatively Hilbert's Tenth Problem for the ring Z, of rational integers. This means there...
متن کاملon graham higman's famous porc paper
we investigate graham higman's paper enumerating $p$-groups, ii, in which he formulated his famous porc conjecture. we are able to simplify some of the theory. in particular, higman's paper contains five pages of homological algebra which he uses in his proof that the number of solutions in a finite field to a finite set of monomial equations is porc. it turns out tha...
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ژورنال
عنوان ژورنال: Proceedings of the Edinburgh Mathematical Society
سال: 1978
ISSN: 0013-0915,1464-3839
DOI: 10.1017/s0013091500016151