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176755792London: Printed for J. Nourse and J. Wilcox in the Strand 1767. 12mo. xvi 353 pp. plus 3 pp. publisher’s ads. With 3 folding copper-engraved plates numerous tables equations. Contemporary speckled calf gilt decorated ruling on covers black & gilt morocco spine label neatly & expertly rebacked minor wear to corners light toning to endpapers still a very nice copy from library of Thomas Arldes Carrick and another former owner’s markings blacked out on verso of title. Third edition of this excellent 18th-century mathematics text divided into sections on basic mathematics geometry and determining volumes of spheres and other shapes. Designed for use by architects artists builders surveyors and farmers as well as mathematics students the text proved very popular during the 18th Century and contributed to his appointment as a Royal Mathematical School master in 1748 working with James Hodgson with one of his most notable pupils being Benjamin Raffles who prepared a 740 page manuscript on navigation cyphering. Robertson 1716-1776 is perhaps best remembered for his Elements of Navigation considered one of the finest English-language navigation education manuals of the 18th century and used extensively by the Royal Navy. Worldcat locates 2 copies Univ. College London Columbia; See: Ellerton & Clements Samuel Pepys Isaac Newton James Hodgson and the Beginnings of Secondary School Mathematics: A History of the Royal Mathematical School within Christ’s Hospital London 1673-1868 2017 pp. 50-52 110 146 218. Printed for J. Nourse and J. Wilcox, in the Strand, unknown
1971MA-27San Francisco CA.: Holden-Day 1971. Classic comprehensive text presents detailed topics covering square vibration; reflection and invariance principles; function properties; Lindeberg's theorem for martingales; Wald's identity; semigroups; infinitesimal generator; transformation of time; Green's function; speed measure; central limit theorem for random sums; Strassen's law of the iterated logarithm; Brownian local time; Kolmogorov consistency theorem; metric spaces; convex functions; real and complex variables; regular conditional distributions; absolute continuity; etc. 231 pgs. Illustrated. Prior owner's name marked-out on the front endpapers. Light scuff on front endpaper from prior owner's nameplate removal. Gilt spine. Minimal shelfwear. Scarce. First Edition. Hard Cover. Very Good. 8vo - over 7¾" - 9¾" tall. Holden-Day Hardcover
1910220599Palermo, 1910-26. Hldr. u. Hlwd. Bd. 34 Rücken berieben, hint. Einbd. Wasserschaden. Bd. 42 hint. Einbd. gedrückt. 3 Einbde. fleckig.
1739134389Gabriel-François Quillau, 1736 1739 2 tomes en un volume in-4 plein veau marbré, dos à nerfs, caissons ornés, LVI - 438 - 216 pp. Figures de titre et lettrines. Une planche dépliante. Mors fendillés, coins usés, dos frotté.
Octavo in black boards with white text and illus.; b&w illus.; 411 p.; 24 cm. In English. || From the library of Dr. Donald A. Glaser, inventor of the bubble chamber and recipient of the Nobel Prize in Physics, 1961. First edition, second printing; Search keyword DGLSR to see dozens of volumes from The Glaser Collection.
195437993Wien, Springer=Verlag, 1954. 8vo. Orig. grey cloth w. blue lettering, capitals a bit bumped" orig. white and black dust-jacket w. some soiling, and a bit of loss to upper capital. X, 209, (1), (2, -advertisements) pp.
Wien, Springer=Verlag, 1954. 8vo. Orig. grey cloth w. blue lettering, capitals a bit bumped " orig. white and black dust-jacket w. some soiling, and a bit of loss to upper capital. X, 209, (1), (2, -advertisements) pp.
20025315246Clarendon Press 2002. Volume 2. This is an ex-library book and may have the usual library/used-book markings inside.This book has hardback covers. In good all round condition. No dust jacket. Please note the Image in this listing is a stock photo and may not match the covers of the actual item1200grams ISBN:0198515987 Clarendon Press hardcover
1938046433Menasha / Ann Arbor: Association for Symbolic Logic 1938. First Edition . Grey Wrappers. Near Fine. Volume 3 No 3 96 Pp. Scarce In This The Original Publication State Of Gray Printed Wrappers. Near Fine. Contains Rozsa's Review In German Of Turing's 1937 Article In This Same Journal. Rózsa Péter Born Rózsa Politzer 1905 - 1977 Was A Hungarian Mathematician And Logician. She Is Best Known As The "Founding Mother Of Recursion Theory". Initially Péter Began Her Graduate Research On Number Theory. Upon Discovering That Her Results Had Already Been Proven By The Work Of Robert Carmichael And L. E. Dickson She Abandoned Mathematics To Focus On Poetry. However She Was Convinced To Return To Mathematics By Her Friend László Kalmár Who Suggested She Research The Work Of Kurt Gödel On The Theory Of Incompleteness. She Prepared Her Own Different Proofs To Gödel's Work. Péter Presented The Results Of Her Paper On Recursive Theory "Rekursive Funktionen" To The International Congress Of Mathematicians In Zurich Switzerland In 1932. For Her Research She Received Her Phd Summa Cum Laude In 1935. In 1936 She Presented A Paper Entitled "Über Rekursive Funktionen Der Zweiten Stufe" To The International Congress Of Mathematicians In Oslo. These Papers Helped To Found The Modern Field Of Recursive Function Theory As A Separate Area Of Mathematical Research. In 1937 She Was Appointed As Contributing Editor Of The Journal Of Symbolic Logic. After The Passage Of The Jewish Laws Of 1939 In Hungary Péter Was Forbidden To Teach Because Of Her Jewish Origin And Was Briefly Confined To A Ghetto In Budapest. During World War Ii She Wrote Her Book Playing With Infinity: Mathematical Explorations And Excursions A Work For Lay Readers On The Topics Of Number Theory And Logic. In 1952 She Was The First Hungarian Woman To Be Made An Academic Doctor Of Mathematics. After The College Closed In 1955 She Taught At Eötvös Loránd University Until Her Retirement In 1975. She Was A Popular Professor Known As "Aunt Rózsa" To Her Students. In 1951 She Published Her Key Work Recursive Functions Rekursive Funtionen. She Continued To Publish Important Papers On Recursive Theory Throughout Her Life. Beginning In The Mid-1950S Péter Applied Recursive Function Theory To Computers. Her Final Book Published In 1976 Was Recursive Functions In Computer Theory. Originally Published In Hungarian It Was The Second Hungarian Mathematical Book To Be Published In The Soviet Union Because Its Subject Matter Was Considered Indispensable To The Theory Of Computers. It Was Translated Into English In 1981. Péter Was Awarded The Kossuth Prize In 1951. She Received The Manó Beke Prize By The János Bolyai Mathematical Society In 1953 The Silver State Prize In 1970 And The Gold State Prize In 1973. In 1973 She Became The First Woman To Be Elected To The Hungarian Academy Of Sciences. <br/> <br/> Association for Symbolic Logic unknown
1918189126Kobenhaven, 1894-1918. In 13 Hlwdbdn. Leicht angeschmutzt. Kaum berieben. St. a. Vors. u. Tit. Fehlen: A Jg. 5 S. 57-72; B Jg. 16 TI u. S. 81-Schluß; A Jg. 18 S. 1-32; A Jg. 20 S. 1-72; A Jg. 21 S. 37-72 u. B S. 1-24; A Jg. 22; B Jg. 25 S. 37-54; .
201109251A BASLE, Chez S.S. Tourneisen, anVI (1798) ; in-12, 231-248 pp., plein veau décoré, plat armoirié (LOUIS ESNAULT DE LA VALETTE) coiffes abimées, coins usagés. Ouvrage posthumes et élémentaire - état correct - pages de garde griffonés à l'ancre.
1795157814(Leipzig, Crusius, 1795). 4°. 41 gef. Kpfr.-Taf. (numer. v. I-XXXIIX, Taf. 35-37 jeweils mit A u. B-Tafel). Hldrbd. d. Zt. m. Rverg. Einbdl. leicht bestoßen u. beschabt. M. kl. Rsign. Gebräunt, stellenw. leicht braun- bzw. fingerfl.
1795107379BBParis, Laran, l'an IV (1795). 8°. Titel, XLIV, 579, (5) S.; Titel, 500, (4) S. mit 23 gefalt. Kupfertafeln. Kalbslederbände der Zeit mit goldgepr. Rückensch. und floraler Rückenvergoldung. 2 Bände. Nouvelle édition, corrigée et considérablement aug
1 vol. in-8 reliure demi-basane rouge, environ 500 feuillets dont la moitié manuscrits, 1857-1860 Cours manuscrit de J. Bouffard, élève de l'Ecole Normale Primaire de la Gironde, établie à la Grande Sauve, canton de Créon, et sorti le 20 août 1860, après un cours de 3 années, dont 2 passées à Bordeaux [ et signé par ses condisciples ] Cours de Géométrie, de Cosmographie, d'Industrie, de Physique Manuscrit rédigé d'une belle écriture sur environ 250 feuillets et signé au dernier feuillet par les condisciples de l'auteur, J. Bouffard, de Monségur, à savoir : Mazard (à Condat, par Fumel, Lot-et-Garonne), Tauriac (Sénezelles, par Casseneuil), Ed. Délis (à Gujan, près La teste), L. Anglade (à Montpezat, par Sainte-Livrade), Peydecastaing (Caudrot, La Réole), Turgan (A Saint Aubinn, près Branne), Larrue (au Barp, par Belin), Pault (au Teich), Prévôt (Pardaillan, Duras), L. Duplay (à Sigalen, par Aillas), G. Préchède (à Margaux), Desgans (à Gujan) et Lamouroux. Etat très satisfaisant (un coin plié, un manque volontaire sur une signature, rel. un peu frottée). Français
1741298A PARIS. CHEZ DAVID FILS, LIBRAIRE. 1741. IN-8 (13 X 20 X 3,5 CENTIMETRES ENVIRON) DE (6) + XIII + (3) + 215 + (1) ET XXIV PAGES, RELIURE D'EPOQUE PLEIN VEAU MARBRE, DOS A CINQ NERFS ORNE DE CAISSONS A FLEURONS DORES, TITRE DORE SUR ETIQUETTE MAROQUIN HAVANE, ROULETTE DOREE SUR COUPES, TRANCHES ROUGES. AVEC 14 PLANCHES REPLIEES HORS TEXTE, GRAVEES SUR CUIVRE. EDITION ORIGINALE. BON EXEMPLAIRE.
3 vol. in-4 reliure demi-basane rouge, Librairie Nony & Cie, Paris, 1891-1895, 380 et 387 pp.. Rappel du titre complet : Revue de Mathématiques Spéciales. Tome Premier : Volume I : Première Année 1890-1891 ; Volume II : Année 1891-1892 ; Tome Deuxième : Années 1892-1893 & 1893-1894 [ Edition originale de la tête de série, de 1890 à 1894 ] Rare tête de série de cette importante revue mathématique, fondée par Henri Vuibert, et dont la vocation était de proposer les corrigés des principales épreuves de mathématiques des grands concours (Centrale, Polytechnique, Ecole Normale Supérieure, Agrégation, Concours Général, etc...). Etat satisfaisant (reliures abîmées avec petits mq., bon état par ailleurs) Français
14249P., Gauthier-Villard, 1880 ; in-4, broché. 64 pp. Premier plat de couverture en papier bleu conservé, portant la mention manuscrite : "A Monsieur G. Humbert ingénieur des Mines, hommage de l'éditeur". Emboîtage à deux rabats recouvert de reproductions de pages du texte de ce mémoire, dos en vélin ivoire, titre en long en noir. Bel exemplaire.
5977Leipzig, Teubner, 1898/1904, 2 volumes grand in 8, demi-basane marron à coins, dos orné de filets dorés (reliures de l'époque)
35916Paris chez Desaint et Saillant en 1757. In-8 en reliure d'époque. Préface. 430 pages et xxxxviij de Table des Matières. Errata. 16 planches dépliantes. Avec Avertissements et Supplément. Du Livre I au Livre V. Bon exemplaire avec rousseurs et 2 coins un peu frottés. Veau raciné avec dos à nerfs et pièce de titre . Ex-libris Bibliothèque du Séminaire de Saint-Brieuc. R.
17589Paris, J.B.M. Duprat, An VIII-1800. In-4, VIII-582 pp. 1 pl., demi-basane mouchetée fauve de l'époque, dos lisse orné de frises et fleurons dorés, pièce de titre rouge (mors fendus mais reliure solide, quelques rousseurs).
3075Leipzig & Berlin, Teubner, 1909, 2 volumes in 8 reliés en demi-basane, dos ornés de filets dorés (reliures de l'époque), (dos frottés), T.1 : 18pp., 564pp., T.2 : 9pp., pp. 565/961
Augmenté dans cette nouvelle Edition d'une Table pour l'Intelligence des Elemens de Geometrie, selon Euclide, 1 vol. in-12 reliure de l'époque pleine basane marron, dos à 5 nerfs orné, Chez les Frères Bruyset, Lyon, 1725, 12 ff., 499 pp., 2 ff. n. ch. Titre complet :Oeuvres du R. P. Ignace-Gaston Pardies, de la Compagnie de Jésus, contenant 1° Les Elemens de Géométrie. 2° Un discours du Mouvement Local. 3° La Statique, ou la Science des Forces Mouvantes. 4° Deux Machines propres à faire les Quadrans. 5° Un Discours de la Connoissance des Bêtes. Etat très satisfaisant (sans première garde volante, rel. frottée avec mq. en coiffes, ex-libris ms. W. Cazal ou Caral major de la marine au second f.) pour ce titre important, illustré de nombreuses vignettes dans le texte. Père Jésuite né à Pau en 1636, le père Pardies eut une vie scientifique brève et intense. Il correspondra notamment avec Newton. Il meurt à Paris en 1673, d'une fièvre contractée lors de son ministère auprès des prisonniers de l'hôpital de Bicêtre. Français
1989MA-88Redwood City CA.: Addison Wesley 1989. Classic comprehensive monograph presents applications of ergodic theory to differential geometry and classical mechanics. Topics covered include dynamical and classical systems; ergodic properties; entropy; K-systems; C-systems; stable and unstable systems; Boltzmann-Gibbs conjecture; perturbation theory; geodesic flows on compact Riemannian manifolds with negative curvature; topological instability and the whiskered tori; geodesic flow of the torus; discrete spectrum of classical systems; mean motion of the perihelion; skew-products; global cononical mappings; stability of the fixed points; Euler-Poinsot motion; parametric resonances; etc. 286 pgs. Illustrated. Minimal shelfwear. Reprint. Hard Cover. Fine. 8vo - over 7¾" - 9¾" tall. Addison Wesley Hardcover
1990MA-85Redwood City CA.: Addison Wesley 1990. Classic scholarly text presents a portion of the notes of the Artin-Tate seminar on class field theory given at Princeton University in 1951-1952 dealing with global class field theory and abstract theory of class formations and Weil groups. Text reflects advances in the cohomology theory of finite groups which grew out of the seminar and led to the determination of the higher cohomology groups and to a complete picture of the cohomology aspects of the situation. Topics covered include first and second fundamental inequality; reciprocity law; existence theorem; Grunwald-Wang theorem; connected component of idele classes; higher ramification theory; group extensions; abstract class field theory; Weil groups; etc. 259 pgs. Illustrated. . Reprint. Hard Cover. Fine. 8vo - over 7¾" - 9¾" tall. Addison Wesley Hardcover
1978MA-271London U.K.: Cambridge University Press 1978. Classic comprehensive corrected edition text presenrs a detailed multidisciplinary analysis of the properties of groups including sections covering associativity; combined ops; self-contained systems; group structure and properties; group specifications; isomorphism; direct product groups; dihedral group; cyclic groups; permutations; conjugate elements; homomorphism and automorphisms; groups and music; groups and campanology; symmetry groups; etc. 596 pgs. Illustrated including over two hundred colored diagrams. A few isolated pages of very neat random underlines which does not adversely affect the text. Dustjacket in mylar. Very minimal shelfwear. Scarce. Corrected Edition. Hard Cover. Very Good/Very Good. 8vo - over 7¾" - 9¾" tall. Cambridge University Press Hardcover