| Citation | Lecturer in Mathematics at Cambridge. Late Fellow of St Peter's College. 4th Wrangler, 1884. Twice Examiner in Mathematical Tripos, Part II, 1903-1904. Chief Examiner in Mathematics to Central Welsh Board, 1902-1905. Recommended as having made discoveries in Pure Mathematics indicated by the subjoined list of 26 memoirs; and as distinguished for his knowledge of Geometry and Analysis. Memoirs: 'Systems of One-Vectors in Space of n-Dimensions' (Lond Math Soc, vol xxix); 'Null Spaces of a One-System and its Associated Complexes' (ibid, vol xxx); 'Flat-Space Co-ordinates' (ibid, vol xxx); 'Sulle Syzygie che lagano le Relazioni Quadratiche, &c' (presented by Prof Segre, Torino) (Accad Reale, 1899); 'Fund Theorem Differential Equations' (Lond Math Soc, vol xxxiv); 'Density of Linear Sets of Points' (ibid, xxxiv); 'Sets of Intervals on the Straight Line' (ibid, vol xxxv); 'Closed Sets of Points, &c' (ibid, vol xxxv); 'Unclosed Sets of Points, &c' (ibid, vol xxxv); 'Overlapping Intervals' (ibid, vol xxxv); 'Sur l'Integration des Series,' presented by M Picard to Acad de France (Comptes Rendus, 1903); 'Zur Lehre der nicht abgeschlossenen Punktmengen,' presented by Prof O Holder to Kongl Sachs gesell der Wissenschaft (Leipzig Ber); 'Analysis of Linear Sets of Points' (Quart Journ, vol cxxxviii); 'Condition of Integrality, &c' (ibid, vol cxxxviii); 'Non-uniform Convergence, &c' (Lond Math Soc, vol i); 'The Infinite Derivatives, &c' (presented by Prof G Mittag-Leffler to Roy Swedish Acad, 1903); 'Closed Sets of Points and Cantor's Numbers' (Lond Math Soc Series 2, vol i); 'Uber die Einteilung der unstatigen Funktionen, &c' (presented by Prof Stolz to Imp Acad of Vienna, 1903); 'Sequences of Sets of Intervals, &c' (Lond Math Soc, vol i); 'Distribution of Points, &c' (Lond Math Soc); 'Test of Non-uniform Convergence' (Bull Amer Math Soc, 1903); 'Extension of the Heine-Borel Theorem,' (Math Mess); 'Open Sets, &c' (Lond Math Soc); 'Upper and lower Integration' (ibid); 'Tile Theorem' (ibid); 'General Theory of Integration' (presented to Royal Society by Dr Hobson). A work on 'Theory of Sets of Points,' [to be] published [next year] by the Cambridge University Press. |