Lie JonasABAA
87 résultats
189342646London: Kegan Paul 1893. Octavo pp. i-v vi vii-viii 1-3 4-201 202-204: blank twelve inserted plates with full-page illustrations by Laurence Housman title page printed in red and black original light blue cloth front and spine panels stamped in black. First edition in English. Collects eleven short stories mostly supernatural. "Lie was one of Norway's most noted novelists. A writer of sea lore he specialized in fusing realism with mysticism. This edition of tales . focuses on the magic and folklore of the Lapp races ." - Tymn ed Horror Literature 3-149. "Enthusiasts of the macabre know Lie for his WEIRD TALES FROM NORTHERN SEAS 1893 a fine set of folklore-influenced stories." - Sullivan ed The Penguin Encyclopedia of Horror and the Supernatural p. 268. Ashley Who's Who in Horror and Fantasy Fiction p. 118. Bleiler The Guide to Supernatural Fiction 1018. Bleiler 1978 p. 124. Not in Reginald 1979; 1992. Spine panel lightly sunned a very good copy. A nice copy of an attractive book seldom found in superior condition. #42646 Kegan Paul unknown books
189329044London: Kegan Paul Trench Trubner & Co. Ltd. 1893. First edition. Spine slightly leaned and slightly sunned light staining to edges of front cover a very good copy. 29044. Octavo pp. i-v vi vii-viii 1-3 4-201 202-204: blank Collects eleven short stories mostly supernatural. "Lie was one of Norway's most noted novelists. A writer of sea lore he specialized in fusing realism with mysticism. This edition of tales . focuses on the magic and folklore of the Lapp races ." - Tymn ed Horror Literature 3-149. "Enthusiasts of the macabre know Lie for his WEIRD TALES FROM NORTHERN SEAS 1893 a fine set of folklore-influenced stories." - Sullivan ed The Penguin Encyclopedia of Horror and the Supernatural p. 268. Reference: Ashley Who's Who in Horror and Fantasy Fiction p. 118. Bleiler The Guide to Supernatural Fiction 1018. Bleiler 1978 p. 124. Not in Reginald 1979; 1992. Kegan Paul, Trench, Trubner & Co. Ltd. unknown
1888WRCLIT65462Christiana: In Commission bei Jacob Dybwad / A.W. Braggers Buchdruckerei 1888. 8pp. Printed wrappers. Wrappers show small sliver chips at edges spine partially split else a nice unopened copy. First separate edition reprinted from the VIDENSKABS-SELSKABS FORHANDLINGER 1888 no. 13. A relatively early publication in Lie's pioneering work on transformation groups. There was also a Leipzig printing the same year but if for no other reason than geography this printing has if not priority significant appeal. In Commission bei Jacob Dybwad / A.W. Braggers Buchdruckerei unknown books
18931133<p><br /></p><p><b> BALZAC BIOGRAPHY PRESENTED TO ZOLA</b></p><p><b>LIE Erik. </b><i>Honoré de Balzac mennesket og kunstneren en kildestudie. </i>Illustrated. 8vo original gilt stamped blue cloth minor rubbing fine floral marbled endpapers frontispiece portrait pp. 275 3 plates a.e.g. Copenhagen: Gyldendal boghandel 1893. <br /></p><p>First Edition. A biography with bibliographical references. Presentation copy inscribed by the author "Monsieur Emile Zola homage de l'auteur. Paris 29 Avril 93." Pasted below the inscription is the author's Paris business card. Erik Lie 1868-1943 was a successful Norwegian writer of adult and juvenile fiction as well as scholarly works on literary history. This son son of the famous novelist Jonas Lie was a respected journalist and founder of the Nordic library in Paris. </p> Gyldendal hardcover
188240402Leipzig, B.G. Teubner, 1882. In orig. printed wrappers to ""Mathematische Annalen"", XX. Bd., 3 Heft, pp. 301-490 (the whole issue). Lie's paper: pp. 357-460.
188240402Leipzig B.G. Teubner 1882. In orig. printed wrappers to "Mathematische Annalen" XX. Bd. 3 Heft pp. 301-490 the whole issue. Lie's paper: pp. 357-460. <br/><br/><em>First printing. Lie founded the Theory of Continous Transformation groups which is now called "Lie groups" playing an important role in mathematics and all areas of science. Associated to any system which has a continous group of symmetries is a "Lie group". Lie worked with Felix Klein on a unified view of geometry and he had a vaist influence on Klein's "Erlangen Program". </em> unknown
1876381291876. Oslo 1876. 8vo. 4 223 41 s. Med 20 plancher. Samt. sjirtingryggbd. Ubet. skade i ytre fremre fals. . unknown
188845203Leipzig, B. G. Teubner, 1888. 8vo. In ""Mathematische Annalen, 32. Band, 2 Heft, 1888"". In the original printed wrappers, without backstrips. Wrappers with a few nicks to front wrapper and title page. [Lie:] Pp. 213-281. [Entire issue: pp. 161-308].
188845203Leipzig B. G. Teubner 1888. 8vo. In "Mathematische Annalen 32. Band 2 Heft 1888". In the original printed wrappers without backstrips. Wrappers with a few nicks to front wrapper and title page. Lie: Pp. 213-281. Entire issue: pp. 161-308. <br/><br/><em>First printing of Lie's paper on transformation groups which anticipated his famous book on the same subject."In 1884 Klein and Mayer induced F. Engel who had just received his Ph.D. to visit Lie In Christiania Norway in order to learn about transformation groups and to help him write a comprehensive book on the subject. Engel stayed nine months with Lie. Thanks to his activity the work was accomplished its three parts being published between 1888 and 1893 whereas Lie's other great projects were never completed. F. Hausdorff whom Lie had chosen to assist him in preparing a work on contact transformations and partial differential equations got interested in quite different subjects." DSB </em> unknown
188363728Kbh. 1883. 8vo. Originalt lysebrunt shirtingbind med rik dekor på fordekkelen og ryggen marmorerte snitt. 4 282 s. Gyldendalske Boghandels Forlag F. Hegel & Søn Norsk. <br/><br/><em>Liten hilsen på friblad. Små slitasjer ved ytre falser og kapitélene. </em> unknown
188852823Christiania, A. W. Brøggers, 1888. 8vo. Uncut, unopened in the original printed wrappers. Offprint from ""Christiania Videnskabs-Selskabs-Selskabs Forhanlinger"", 1888, No. 13. wrappers partly detached, otherwise fine. 8 pp.
188852823Christiania A. W. Brøggers 1888. 8vo. Uncut unopened in the original printed wrappers. Offprint from "Christiania Videnskabs-Selskabs-Selskabs Forhanlinger" 1888 No. 13. wrappers partly detached otherwise fine. 8 pp. <br/><br/><em>Offprint of Lie's pioneering work on transformation groups </em> unknown
187063364Kjøbenhavn. 1870. 8vo. 1800-talls skinnryggbind med svakt opphøyde ryggbånd ryggforgylling og damaskerte dekler. 128 s. Forlagt af den Gyldendalske Boghandel F. Hegel Norsk. <br/><br/><em>Tittelbladet noe smusset. </em> unknown
1876005759Chicago: S. C. Griggs and Company 1876. First Edition. Hardcover. Good. 336pp; Brown cloth boards with stamped decoration & gilt lettering to front & spine brown endpapers slight forward slant short tear to flyleaf wear to spine ends & corners of boards pencil marks to endpapers & flyleaves a few pages have smudges or minor foxing Good condition. First of Norwegian author's several sea titles. Translated from the Norwegian. S. C. Griggs and Company hardcover
187267795Kiøbenhavn 1872. 8vo. Privat skinnryggbind med opphøyde ryggbånd og enkel gulldekor. 287 s. . Den Gyldendalske Boghandel Norsk. <br/><br/><em>Ryggen noe oppskrapet. </em> unknown
1898PHO-2461Paris, Plon, 1898-99, Folio, 75 numéros (sur 85) du n° 1 à 76, manque le n° 2, sous chemise portefeuille moderne, défauts à quelques fascicules dont le 1 en particulier. M3-Et0
1893016066London United Kingdom: Kegan Paul Trench Trubner & Co. Ltd 1893. Book. Illus. by Laurence Housman. Very Good. Hardcover. 1st Edition. First UK Edition First Printing. 8vo. 201 3 pp. This is a true first edition first printing first impression publisher's blue cloth with decoration to front board and spine. The binding is tight the boards have rubbing to the extremities and light marks. The pages are clean with minor spotting to the text block. Small gift inscription to the front end page. A decent end pages. Kegan Paul, Trench, Trubner & Co. Ltd Hardcover
1891302801891. København Gyldendal 1891. 8vo. 236 s. Orig. dekorert helsjirtingbd. Grått. . unknown
1889499161889. Ber. K. Sächs. Ges. Wiss. 40 1888. - Math.-Cl. - Leipzig bei S. Hirzel 1889 1 XX 167 1 10 Holzschnitte Leinenband mit eingebundener orig. Broschur. Erstdruck! "Die nachstehende Note beschäftigt sdich mit der allgemeinen Theorie der endlichen continuirlichen Transformationsgruppen und soll einerseits neue Sätze aufstellen anderseits ältere Resultate präcisiren". Marius Sophus Lie 1842-1899 war ein norwegischer Mathematiker er begründete die Theorie der kontinuierlichen Symmetrie und verwendete sie zur Untersuchung von Differentialgleichungen und geometrischen Strukturen. Kontinuierliche oder stetige Symmetrieoperationen sind zum Beispiel Verschiebungen und Drehungen um beliebige auch infinitesimale Beträge im Unterschied zu diskreten Symmetrieoperationen wie zum Beispiel Spiegelungen. Auf der Grundlage seiner Arbeiten wurde u. a. ein Algorithmus zur numerischen Integration von Differentialgleichungen entwickelt Lie-Integration oder auch die Methode der Fußpunkt-Transformation. Um stetige Transformationsgruppen heute Lie-Gruppen genannt zu untersuchen und anzuwenden linearisierte er die Transformationen und untersuchte die infinitesimalen Erzeugenden. Die Verknüpfungseigenschaften der Lie-Gruppe können durch Kommutatoren der Erzeugenden ausgedrückt werden; die Kommutator-Algebra der Erzeugenden heißt heute Lie-Algebra. Viele weitere Begriffe und Sätze sind mit Lies Namen verbunden u. a. Lie-Klammer Lie'sche Sätze Satz von Lie Lie-Produktformel. unknown
1886662481886. Ber. K. Sächs. Ges. Wiss. 38 1886. - Math.-Cl. - Leipzig bei S. Hirzel 1886 8° XXII 365 pp. mit 9 lith. Tafeln und 7 Holzschnitten Halbledereinband d.Zt.; St.a.Tit.; feines Expl. Erstdruck! Marius Sophus Lie 1842-1899 war ein norwegischer Mathematiker er begründete die Theorie der kontinuierlichen Symmetrie und verwendete sie zur Untersuchung von Differentialgleichungen und geometrischen Strukturen. Kontinuierliche oder stetige Symmetrieoperationen sind zum Beispiel Verschiebungen und Drehungen um beliebige auch infinitesimale Beträge im Unterschied zu diskreten Symmetrieoperationen wie zum Beispiel Spiegelungen. Auf der Grundlage seiner Arbeiten wurde u. a. ein Algorithmus zur numerischen Integration von Differentialgleichungen entwickelt Lie-Integration oder auch die Methode der Fußpunkt-Transformation. Um stetige Transformationsgruppen heute Lie-Gruppen genannt zu untersuchen und anzuwenden linearisierte er die Transformationen und untersuchte die infinitesimalen Erzeugenden. Die Verknüpfungseigenschaften der Lie-Gruppe können durch Kommutatoren der Erzeugenden ausgedrückt werden; die Kommutator-Algebra der Erzeugenden heißt heute Lie-Algebra. Viele weitere Begriffe und Sätze sind mit Lies Namen verbunden u. a. Lie-Klammer Lie'sche Sätze Satz von Lie Lie-Produktformel. unknown
187976749Chicago:: S. C. Griggs and Company. Very Good. 1879. Hardcover. B00BHC6CSY . Translated from the Norwegian by Sara C. Bull. First American edition. Small octavo bound in green cloth with elaborate gilt and black lettering and design dark brown endpapers. Moderate shelf wear and aging else very good. Binding is solid.; 253 pages . S. C. Griggs and Company, hardcover books
187976749Chicago:: S. C. Griggs and Company. Very Good. 1879. Hardcover. B00BHC6CSY . Translated from the Norwegian by Sara C. Bull. First American edition. Small octavo bound in green cloth with elaborate gilt and black lettering and design dark brown endpapers. Moderate shelf wear and aging else very good. Binding is solid.; 253 pages . S. C. Griggs and Company, hardcover
1875261981875. København 1875. 8vo. 148 1 s. Orig. komp. helsjirtingbd. grått med helt gullsnitt. Stempel på forsatsbl. og fribl. . unknown
1895162251030048United States Book Company 1895. 2nd Edition. Hardcover. Very Good. Small hardcover 12mo: 5″ 127 mm × 7⅜″ 187 mm. Light green cloth boards with dark green garland device encircling a gilt silver trident in the middle of two fish and the author's name. Name on front flyleaf. The rest of the text is free from notes markings or underlining. NO DUST JACKET. 276 PP. Free shipping in the USA. United States Book Company hardcover
1893S8964Leipzig:: B. G. Teubner 1893. 1893. 8vo. 230 x 152 mm xii 4 810 pp. Figs. index. Light toning throughout marginal pencil annotations in German. Bound in dark green cloth gilt-stamped spine title. Ownership signature of Joseph Miller Thomas November 26 1930. Rare. FIRST EDITION. Lectures on Continuous Groups with Geometric and Other Applications. "Die aufgabe des unterzeichneten bestand in der hauptsache in der anordnung und bearbeitung des reichen stoffes wobei ihm zu einem grossen teil knappgehaltene manuscripte von Lie sowie eigene nachschriften zur verfugung standen. In starkerem masse hat er das kapitel uber complexe zahlen beeinflusst." The undersigned's task was mainly to arrange and process the rich material with a large portion of Lie's manuscripts and his own manuscripts at his disposal. He influenced the chapter on complex numbers to a greater extent. – Editor's pref. / CONTENTS: Die allgemeine projective gruppe der ebene und einige ihrer untergruppen. -- Theorie der projectiven gruppen in der ebene. -- Die gruppen der ebene. -- Die grundlegenden satze der gruppentheorie.--Lineare homogene gruppen und complexe zahlen. -- Einige anwendungen der gruppentheorie. / Marius Sophus Lie 1842-1899 Norwegian mathematician noted for his contributions to the theories of differential equations and continuous transformation groups. DSB Vol. XII p. 150; University of St. Andrews Scotland. / The editor Georg Scheffers studied at Leipzig from 1884 to 1888 obtaining his doctorate in 1890. From 1896 he lectured at Darmstadt becoming a full professor there in 1900. In 1907 he was appointed to Charlottenburg where he held the chair of mathematics until he retired in 1935. Scheffers was a student of Sophus Lie who was at Leipzig from 1886 until 1896 and he greatly influenced Scheffers' work. Lie suggested the topic for his doctoral thesis on plane contact transformations and also the topic for his Habilitationsschrift on complex number systems. Scheffers' most important work also inspired by Lie was a paper in 1903 on Abel's theorem. Later in life Scheffers wrote many popular mathematics textbooks and edited Lie's works. His favorite topic was differential geometry and here he discovered many properties of particular curves and surfaces. University of St. Andrews. PROVENANCE: Joseph Miller Thomas 1898-1979 Joseph Miller Thomas was an American mathematician known for the Thomas decomposition of algebraic and differential systems. Thomas received his Ph.D. supervised by Frederick Wahn Beal from the University of Pennsylvania with thesis Congruences of Circles Studied with reference to the Surface of Centers. He was a mathematics professor at Duke University for many years. B. G. Teubner, 1893. hardcover
