WINONA LAKE 2002 270 p, 22 x 28 cm, broché
Reference : 10882
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London, Hodgson & Son, 1935. Royal 8vo. Volume 39 + 40 of ""Proceedings of the London Mathematical Society. Second Series"" bound together in a very nice contemporary blue full cloth binding with gilt lettering and gilt ex-libris (""Belford College. Univ. London"") to spine. Minor bumping to extremities. Binding tight, and in excellent, very nice, clean, and fresh condition, in- as well as ex-ternally. Small circle-stamp to pasted-down front free end-papers and to title-page (""Bedford College for Women""). Discreet library-markings to upper margin of pasted-down front free end-papers. [Vol. 39:] pp. 249-271. [Entire volume: (Vol. 39:) (4), 546 pp. + (Vol. 40:) (4), 558 pp].
First publication of Hodge's seminal work on harmonic integrals.In the article Hodge showed that most of the elementary properties of harmonic functions could be extended to harmonic functional.""Hodge is famous for his theory of harmonic integrals (or forms), which was described by Weyl as ""one of the landmarks of twentieth century mathematics."" [...] Hodge's work straddles the area between algebraic geometry, differential geometry, and complex analysis. It can be seen as a natural outgrowth of the theory of Riemann surfaces and the work of Lefschetz on the topology of algebraic varieties. It put the algebraic geometry on a modern analytic footing and prepared the ground for the spectacular breakthroughs of the postwar period of the 1950s and 1960s."" (Gowers, The Princeton Companion to Mathematics, 2008).Hodge himself states in the introduction to the present work: ""In two papers I have defined integrals, which I have called harmonic integrals, which are associated with an analytic variety to which a metric is attached, and have established an existence theorem for them. More recently I have applied the theory of these integrals to the Riemannian manifold of an algebraic surface with the topological invariants of the Manifold. There is reason to believe that this method of considering the Abelian integrals attached to an algebraic variety will prove a powerful one, and I have thought it advisable to set out in the following pages an account of the principles on which the method is based."" In 1941 Hodge published the book ""The theory and applications of harmonic integrals"" which expanded and elaborated the ideas presented in the present article.
5 Les 5 volumes in-12 brochés, ed de Cluny, Bibliothèque de Cluny, jaquettes rempliées illustrées en couleurs. Textes établis et annotés par Yves-Gérard Le Dantec. Volume 29 : 1948, 231 pages; volume 30 : 1947, 286 pages; volume 31 : 1948, 217 pages; volume 38 : 1948, 317 pages; volume 39 : 1948, 274 pages. | Etat : TBE général. Occasion. (Ref.: ref7833)
0. Mons, Cercle Archéologique de Mons, imprimerie Duquesne-Masquillier, 1910. In-8°, xix pp + ca. 350 pp, broché, dans sa couverture originale ( couverture défraichie, partiellement déchirée, dos abimé, volume débroché. Avec petit cachet de bibliothèque. ). Protégé dans une portefeuille de deux cartons, tenu par des rubans en laine. Titre manuscrit sur le carton supérieur. Contient e.a. . de J. Dewert : ''Epigraphie du Hainaut. Ville d'Ath....''.
Reference : alb6ddfe506504dfc39
Geological Study of the USSR. Volume 39. Kazakh SSR. East Kazakhstan. Period 1946-1955. Issue 1./Geologicheskaya izuchennost SSSR. Tom 39. Kazakhskaya SSR. Vostochnyy Kazakhstan. Period 1946-1955. Vypusk 1.. E6
Reference : alb59ab0e0b516d8f3d
Geological Study of the USSR. Volume 39. Kazakh SSR. East Kazakhstan and Semipalatinsk regions. The period 1966-1970. Issue 1, book 1./Geologicheskaya izuchennost SSSR. Tom 39. Kazakhskaya SSR. Vostochno-Kazakhstanskaya i Semipalatinskaya oblasti. Period 1966-1970. Vypusk 1, kniga 1.. E6