‎Geometry‎

‎The Foundations of Geometry‎

‎Robinson De B. Gilbert‎

‎University of Toronto Press 1963. Hardcover. Acceptable. Disclaimer:A readable copy. All pages are intact and the cover is intact. Pages can include considerable notes-in pen or highlighter-but the notes cannot obscure the text. At ThriftBooks our motto is: Read More Spend Less.Dust jacket quality is not guaranteed. University of Toronto Press hardcover‎

Bookseller reference : GB00DJZFPZ8I5N00

‎Editors of REA; Gudies Geometry Study‎

‎Geometry 1 - REA's Quick Access Reference Chart Quick Access Reference Charts‎

‎Research & Education Association. PAMPHLET. 0738607312 . New. Research & Education Association unknown‎

Bookseller reference : Z0738607312ZN ISBN : 0738607312 9780738607313

‎Prof. Horst Sondermann Autor Architekt Professor Architekturfakultat HFT Stuttgart TU Berlin Darstellende Geometrie Architekturd‎

‎Vectorworks� Architektur: CAAD und Visualisierung Gebundene Ausgabe Prof. Horst Sondermann Autor Architekt Professor Architekturfakult�t HFT Stuttgart TU Berlin Darstellende Geometrie Architekturdarstellung Architekturvisualisierung Licht Schatten Raum Architekturvisualisierung mit Cinema 4DnCinema 4D��Tipps und Tricks f�r die ArchitekturvisualisierungnPhotoshop in der Architekturgrafik Vectorworks Architektur CAD-Programm f�r Apple Windows Architekten Innenarchitekten B�hnenbildner Szenenbildner Studierende Programmoberfl�che Werkzeuge Strukturhilfen Standardzeichentechniken und -translationsoperationen 3D- und 2D-Werkzeuge Beispielprojekt 3D-Modell des Bauwerks einschlie�lich davon abgeleiteter Pl�ne Programmoberfl�che � Blattrand und Raster ausblenden � Fangeinstellungen � Automatische Sicherung � Handbuch Quickstart � Arbeitsumgebungen � Tastenk�rzel � Rasterbilder importieren � Klassen‎

‎Springer: Springer 2011. 2011. Hardcover. 246 x 168 x 2 cm. Vectorworks� ist das meist genutzte CAD-Programm f�r Apple und eines der f�hrenden f�r Windows. Mit dem Buch lernen Architekten Innenarchitekten B�hnen- und Szenenbildner sowie Studierende das Programm noch besser kennen. Zu Beginn werden Leser in Programmoberfl�che Werkzeuge Strukturhilfen Standardzeichentechniken und -translationsoperationen eingef�hrt wobei die 3D- und 2D-Werkzeuge anhand eines Beispielprojekts vorgestellt werden. Am Ende steht ein komplettes 3D-Modell des Bauwerks einschlie�lich davon abgeleiteter Pl�ne. Programmoberfl�che � Blattrand und Raster ausblenden � Fangeinstellungen � Automatische Sicherung � Handbuch Quickstart � Arbeitsumgebungen � Tastenk�rzel � Rasterbilder importieren � Klassen anlegen � Ebene bearbeiten � Navigation Klassen/Ebenen � Zeichnen per Koordinateneingabe � 2D zu 3D � 3D-Werkzeug Boden/Decke � Bauteildefinition � Boden/Decke bearbeiten � 3D-Werkzeug Wand � W�nde verbinden � W�nde bearbeiten � Partielle H�henanpassung von W�nden � Wandverbindungen bearbeiten � Grundrissdarstellung steuern � Fenster und T�ren als 2D/3D-Symbole anlegen � Arbeitsebenen als Konstruktionshilfe � 2D/3D-Symbole bearbeiten � Symbole im Modell einsetzen � Klassenstruktur von Symbolen � Symbolverwaltung in der Zubeh�rpalette � Ebenen als Geschosse � Ebenen�bergreifende Modellansicht � 3D-Befehl Dachfl�che anlegen � W�nde an Dach anpassen � Dachfl�che bearbeiten und erg�nzen � Wandnische anlegen � Gekr�mmte Bauteile als NURBS-Fl�chen modellieren � Kurvenfl�chen verbinden � Wendeltreppe mit dem Treppen-Werkzeug erstellen � Treppenobjekt 2D-editieren � Treppenobjekt im Modell einsetzen � Gesicherte Darstellungen � Layoutebene anlegen � Ansichtsbereiche � Ansichten Schnitt und Grundrisse aus 3D-Modell erzeugen � Zeichnungen 2D-editieren � Schraffuren und Verl�ufe anlegen � Bema�ungen anlegen und editieren � Kombination Liniendarstellung/Renderworks � Kamera festlegen � Kamerasteuerung aus dem Layout � Szenenbeleuchtung mit Umgebungslicht und anderen Lichtquellen � HDRI-Beleuchtung � Indirekte Beleuchtung � Vorgabe-Materialien � Shader- und Bitmapbasierte Texturen selbst erstellen � Materialzuweisung und Texturprojektion � Renderzeit-Optimierung � Spiegelung mit Rasterbildobjekten- Autor: Horst Sondermann ist Architekt und Professor an der Architekturfakult�t der HFT Stuttgart. Er studierte an der TU Berlin und unterrichtet seit 1994 Darstellende Geometrie und Architekturdarstellung. Zur Architekturvisualisierung hat er bereits die B�cher �Licht Schatten Raum � Architekturvisualisierung mit Cinema 4D�� �Cinema 4D��Tipps und Tricks f�r die Architekturvisualisierung� sowie �Photoshop� in der Architekturgrafik� im Springer-Verlag ver�ffentlicht. <br/><br/>Vectorworks� ist das meist genutzte CAD-Programm f�r Apple und eines der f�hrenden f�r Windows. Mit dem Buch lernen Architekten Innenarchitekten B�hnen- und Szenenbildner sowie Studierende das Programm noch besser kennen. Zu Beginn werden Leser in Programmoberfl�che Werkzeuge Strukturhilfen Standardzeichentechniken und -translationsoperationen eingef�hrt wobei die 3D- und 2D-Werkzeuge anhand eines Beispielprojekts vorgestellt werden. Am Ende steht ein komplettes 3D-Modell des Bauwerks einschlie�lich davon abgeleiteter Pl�ne. Programmoberfl�che � Blattrand und Raster ausblenden � Fangeinstellungen � Automatische Sicherung � Handbuch Quickstart � Arbeitsumgebungen � Tastenk�rzel � Rasterbilder importieren � Klassen anlegen � Ebene bearbeiten � Navigation Klassen/Ebenen � Zeichnen per Koordinateneingabe � 2D zu 3D � 3D-Werkzeug Boden/Decke � Bauteildefinition � Boden/Decke bearbeiten � 3D-Werkzeug Wand � W�nde verbinden � W�nde bearbeiten � Partielle H�henanpassung von W�nden � Wandverbindungen bearbeiten � Grundrissdarstellung steuern � Fenster und T�ren als 2D/3D-Symbole anlegen � Arbeitsebenen als Konstruktionshilfe � 2D/3D-Symbole bearbeiten � Symbole im Modell einsetzen � Klassenstruktur von Symbolen � Symbolverwaltung in der Zubeh�rpalette � Ebenen als Geschosse � Ebenen�bergreifende Modellansicht � 3D-Befehl Dachfl�che anlegen � W�nde an Dach anpassen � Dachfl�che bearbeiten und erg�nzen � Wandnische anlegen � Gekr�mmte Bauteile als NURBS-Fl�chen modellieren � Kurvenfl�chen verbinden � Wendeltreppe mit dem Treppen-Werkzeug erstellen � Treppenobjekt 2D-editieren � Treppenobjekt im Modell einsetzen � Gesicherte Darstellungen � Layoutebene anlegen � Ansichtsbereiche � Ansichten Schnitt und Grundrisse aus 3D-Modell erzeugen � Zeichnungen 2D-editieren � Schraffuren und Verl�ufe anlegen � Bema�ungen anlegen und editieren � Kombination Liniendarstellung/Renderworks � Kamera festlegen � Kamerasteuerung aus dem Layout � Szenenbeleuchtung mit Umgebungslicht und anderen Lichtquellen � HDRI-Beleuchtung � Indirekte Beleuchtung � Vorgabe-Materialien � Shader- und Bitmapbasierte Texturen selbst erstellen � Materialzuweisung und Texturprojektion � Renderzeit-Optimierung � Spiegelung mit Rasterbildobjekten- Autor: Horst Sondermann ist Architekt und Professor an der Architekturfakult�t der HFT Stuttgart. Er studierte an der TU Berlin und unterrichtet seit 1994 Darstellende Geometrie und Architekturdarstellung. Zur Architekturvisualisierung hat er bereits die B�cher �Licht Schatten Raum � Architekturvisualisierung mit Cinema 4D�� �Cinema 4D��Tipps und Tricks f�r die Architekturvisualisierung� sowie �Photoshop� in der Architekturgrafik� im Springer-Verlag ver�ffentlicht. Springer hardcover‎

Bookseller reference : BN28357 ISBN : 3709105285 9783709105283

‎Algebra und Geometrie 2. Moduln und Algebren‎

‎Algebra und Geometrie 2. Moduln und Algebren‎

‎Algebra und Geometrie 2. Moduln und Algebren: Algebra und Geometrie 2. Moduln und Algebren. Softcover. Algebra und Geometrie 2. Moduln und Algebren <br/><br/>Algebra und Geometrie 2. Moduln und Algebren Algebra und Geometrie 2. Moduln und Algebren paperback‎

Bookseller reference : BN25704 ISBN : 3326001932 9783326001937

‎The Editors of REA Geometry Study Gudies The Staff of Education Association Research‎

‎Geometry Super Review‎

‎Research & Education Association 2000-07-01. Paperback. Used:Good. Research & Education Association paperback‎

Bookseller reference : DADAX087891188X ISBN : 087891188X 9780878911882

‎Conference on Arithmetic Geometry With an Emphasis on Iwasawa Theory‎

‎Arithmetic Geometry: Conference on Arithmetic Geometry With an Emphasis on Iwasawa Theory March 15-18 1993 Arizona State University Contemporary Mathematics‎

‎1994-12-01. New. Ships with Tracking Number! INTERNATIONAL WORLDWIDE Shipping available. May be re-issue. Buy with confidence excellent customer service! unknown‎

Bookseller reference : 0821851748n ISBN : 0821851748 9780821851746

‎The Editors of REA Geometry Study Gudies‎

‎Geometry I Essentials Essentials Study Guides Vol 1‎

‎Research & Education Association. Used - Good. Ships from the UK. Shows some signs of wear and may have some markings on the inside. 100% Money Back Guarantee. Your purchase also supports literacy charities. Research & Education Association unknown‎

Bookseller reference : GRP113700881 ISBN : 0878916067 9780878916061

‎Editors of REA; Gudies Geometry Study‎

‎Geometry 2 - REA's Quick Access Reference Chart Quick Access Reference Charts‎

‎Research & Education Association. PAMPHLET. 0738607320 . New. Research & Education Association unknown‎

Bookseller reference : Z0738607320ZN ISBN : 0738607320 9780738607320

‎Editors of REA Geometry Study Gudies‎

‎Geometry 1 - REA's Quick Access Reference Chart Quick Access Reference Charts‎

‎Research & Education Association 2009-11-11. First. Pamphlet. Used:Good. Research & Education Association unknown‎

Bookseller reference : DADAX0738607312 ISBN : 0738607312 9780738607313

‎Colegio Oficial de Arquitectos de Jaen / Editorial Geometria‎

‎Premio Provincial de Arquitectura 9ª Edicion‎

‎2015. Paperback. Very Good-New. Rare book paperback‎

Bookseller reference : 147983 ISBN : 8460822303 9788460822301

‎Conference on Arithmetic Geometry With an Emphasis on Iwasawa Theory‎

‎Arithmetic Geometry: Conference on Arithmetic Geometry With an Emphasis on Iwasawa Theory March 15-18 1993 Arizona State University Contemporary Mathematics‎

‎1994-12-01. Good. Ships with Tracking Number! INTERNATIONAL WORLDWIDE Shipping available. May not contain Access Codes or Supplements. May be re-issue. May be ex-library. Shipping & Handling by region. Buy with confidence excellent customer service! unknown‎

Bookseller reference : 0821851748 ISBN : 0821851748 9780821851746

‎LE CLERC SEBASTIEN LECLERC. GEOMETRY AND PERSPECTIVE IN 80 COPPERPLATES.‎

‎Practical Geometry: or a New and Easy Method of Treating that Art. Whereby the Practice of it is render'd plain and familiar and theStudent is directed in the most easy manner thro' the several Parts and Progessions of it. Translated from the French. The Third Edition. Illustreted with eighty Copper-Plates. Wherein besides the several Geometrical Figures are contain's many Examples of Landskips Pieces of Architecture Perspective Draughts of Figures Ruins &c.‎

‎London T. Bowles 1727. Small 8vo. Contemp. full calf raised bands blindtooled covers Cambridge-binding. Wear to spine ends and spine. Hinges weakening but still holding. Titlepage in red/black. 21956 pp. and 80 full page engraved illustrations. Some soiling and browning mainly marginal last 10 engravings with a faint dapmstain. The charming plates are engraved by Leclerc. � Scarce English edition the third of Leclerc's charming and very popular treatise on elementary practical geometry and perspective.<br><br>Sebastien Leclerc 1637-1714 was originally an engraver who studied physics and geometry in relation to perspective theory a field of which he became famous. In 1672 he was appointed to "l'Academie de Peinture" as professor in perspective. He was also engraver to Louis XIV and was appointed professor at "l'Ecole des Gobelins". hardcover‎

Bookseller reference : 45242

‎RIEMANN BERNHARD. FOUNDING A NEW GEOMETRY.‎

‎On The Hypotheses which lie at the Bases of Geometry. Translated by W.K. Clifford. Ueber die Hypothesen welche der Geometrie zu Grunde liegen.‎

‎London and New York Macmillan and Co. 1873. 4to. Orig. full brown cloth gilt spine pictorial gilt frontcover. Near mint condition. Small embossed stamp at upper corner of title-page David Dunlop ObservatoRy Library. In: "Nature a weekly illustrated Journal of Science." Volume VIII May 1873 to October 1873. XII562 pp. Entire volume offered. Riemann's paper: pp. 14-17 a. 36-37. Internally clean and fine no traces of use. � First English translation of this milestone work on the foundations of geometry. It "is one of the key work from which derives the modern study of differential geometry and especially the study of manifolds of dimension greater than two. It was to prove central to the overthrow of Euclidean geometry as the source of geometrical ideas and to Einstein's general theory of relativity after 1915." Grattan-Guiness "Landmark Writings in Western Mathematics 1640-1940.<br>It is a translation of Riemann's famous Habilitationsvortrag held in 1854 in secondary literature it is often misidentified as his Habilitationsschift but that was concerned with Fourier series and was delivered the year before. Riemann begins his lecture with a remark about a certain darkness that lies at the foundation of geometry. This darkness obscures the relations between that which geometry assumes i.e. the notion of space and the first principles of constructions in space. In Riemann's oponion one must take another approach towards this problem than the usual axiomatic method used ever since Euclid. The approach taken by Riemann is to a large extent guided by Gauss's work on the intrinsic geometry of surfaces; 'Disquisitiones generales circa superficies curvas' 1828. In this work Gauss showed that the curvature of a surface can be determined without reference to the ambient Euclidean space in which it lies i.e. that the curvature is an intrinsic property of the surface. Based on this Gauss showed several fundamental theorems about figures on the surface by referring only to the surface itself i.e. indicating that the surface itself is a space with its own geometry independent of the geometry of the ambient Euclidean space. Riemann argues that the true objects and properties of geometry are those which can be studied within the space itself and he defines a general n-dimensional space in a similar manner to the parametric representation of a surface. Riemann believed that we know space only locally he therefore bases his study of the geometry of such a general space or manifold as they are known today on the infinitesimal methods of calculus. This choice is a crucial departure from the classical axiomatic methods used by Euclid Lobachevsky and Bolyai. The notion of distance or metric on a manifold is a generalization of the usual Euclidean distance formula in n-dimensions. Particular choices of space and metric reveal both the hyperbolic geometries of Lobachevsky and Bolyai and elliptic or Riemannian geometry. Riemann's approach to geometry is of paramount importance this work "did more to change our ideas about geometry and physical space than any work on the subject since Euclid's Elements." Landmark Writings in Western Mathematics p.507. "The importance of this treatise is not confined to pure mathematics. Without it Einstein would not have been able to develop his general theory of relativity." Printing and the Mind of Man p.177. hardcover‎

Bookseller reference : 53254

‎LAMBERT JOHANN HEINRICH NON EUCLIDEAN GEOMETRY. FORESHADOWING NON EUCLIDEAN GEOMETRY‎

‎Observations Trigonometriques.‎

‎Berlin Haude & Spener 1770. 4to. No wrappers as issued in "M�moires de l'Academie Royale des Sciences et Belles Lettres" tome XXIV pp. 327-354 and 1 engraved plates. � First edition. Lambert's work on non-Euclidean geometry is among the most important in the field. Carl Boyer writes "No one else came so close to the truth without actually discovering non-Euclidean geomtry." History of Mathematics pp. 504. Lambert wrote his famous book 'Theorie der Parallellinien' in 1766 but it was not published until 1786 nearly a decade after his death. Lambert originally set out to prove Euclid's parallel postulate in a similar way to that which Saccheri had used in his 'Euclides Vindicatus' but in contrast he did not interpret the consequences of non-Euclidean geometry as absurd. The offered paper 'Observations Trigonometriques' is the only work by Lambert on non-Euclidean geometry which was published during his life-time. Here he made the important discovery of the duality between spherical and hyperbolic geometry i.e. that hyperbolic trigonometries can be deduced from spherical trigonometries by using imaginary angles and consequently he introduced the hyperbolic functions for the first time. By illustrating this duality Lambert gave strong evidence of the consistency of non-Euclidean geometries. See Kline's Mathematical Thought from Ancient to Modern Times pp. 404 & 868. unknown‎

Bookseller reference : 31785

‎JACOBI CGJ. MULTI DIMENSIONAL GEOMETRY. C. G.‎

‎De binis quibuslibit functionibus homogeneis secundi ordinis per substitutiones lineares in alias binas transformandis quae solis quadratis variabilium constant; una cum variis theorematis de transformatione et determinatione integralium multiplicium.‎

‎Berlin G. Reimer 1834. 4to. No wrappers. In "Journal f�r die reine und angewandte Mathematik. Hrsg. von A.L. Crelle" Bd. 12 Heft 1 IV88 pp. the whole issueHeft 1 offered with titlepage to volume 12. Jacobi's paper: pp. 1-69. a. 1 engraved plate. � First edition of a main paper dealing with n-dimensional geometry.<br>"Of the papers devoted to n-fold integrals Jacobi's 1834 paper "De binis quibuslibit." is of crucial importence in this connection the theory of algebraic forms of variables. Here besides the problem of computing multiple integrals an importent problem of the theory of algebraic forms is solved." Andrei Nik. Kolmogorov. unknown‎

Bookseller reference : 41598

‎EULER LEONHARD. EULER'S SPHERICAL GEOMETRY‎

‎Principes de la Trigonometrie Spherique tir�s de la M�thode des plus Grands et plus Petits Principles of spherical Trigonometry deduced from the Method of Maxima and Minima. And same author: �l�mens de la Trigonometrie spheroidique tir�s de la Methode des plus Grands et plus Petits Elements of spheroidal Trigonometry derived from the Method of Maxima and Minima.‎

‎Berlin Haude et Spener 1755. 4to. Without wrappers as issued in "M�moires de l'Academie Royale des Sciences et Belles-Lettres" tome IX pp. 223-257 and 1 folded engraved plate a tear to plate no loss and pp. 258-293 and 1 folded engraved plate. � Both papers first edition. The modern form of trigonometry as well of all trigonometry are due to Euler. Whereas trigonometry before Euler was concerned with trigonomic Lines Euler's trigonometry deals with trigonomic Function. - "In the first paper Euler constructs spherical trigonometry as the intrinsic geometry of the surface of the sphere. He expresses the line element ds of the surface in terms of the longitude and latitude of a point defines the great circles as curves that minimize the integral of the line element and in connection with with the determination of the minimum of a side of a spherical triangle derives 10 equations of spherical geometry. After the discovery that the shape of the earth is that of a spheroid Euler in the second paper here offered extended his methods to spheroids. He develops this subject in its entirety.and here deduced very many of the formulas of spherical geometry" Rosenfeld & Abramovich. - Enestrom: E:214 a. E: 215. - Another Paper by Euler is withbound: Examen d'une Controverse sur la Loi de Refraction de Rayon de differentes Couleurs par Rapport a la diversit� des Milieux transparens par lesquels ils sont transmis." pp. 294-320. Enestrom: E 216. unknown‎

Bookseller reference : 39052

‎KLEIN FELIX. THE NON EUCLIDEAN GEOMETRY OF KLEIN‎

‎�ber die sogenannte Nicht-Euclidische Geometri. Erster- Zweiter Aufsatz.‎

‎Leipzig B.F. Teubner 1871 a. 1873. Without wrappers wrappers blank to Second Part as published in "Mathematische Annalen. Hrsg. von Felix Klein Walter Dyck Adolph Mayer." Vol. IV pp. 573-625 and vol. VI pp. 112-145. Kept in a cloth-portfolio. � First edition. In these groundbreaking papers Klein established that if Euclidean geometry is consistent then non-Euclidean geometry is consistent as well and he introduces the adjectives "parabolic" "elliptic" and "hyperbolic" for the respective geometries of Georg Riemann of Nicolai Lobachevsky of C.F. Gauss and Janos Bolyai. <br>"Cayley's idea that metrical geometry is part of projective geometry was taken over by Felix Klein 1849-1925 and generalized so as to include the non-Euclidan geometries. Klein a professor at G�ttingen was one of the lading mathematicians in Germany during the last part of the nineeeeteenth and first part of the twentieth century. During the years 1869-70 he larned the work of Lobatchevsky Bolyai von Staudt and Cayley; however even in 1871he did not know Laguerre's result. It seemed to him to be posible to subsume the non-Euclidean geometries hyperbolic and double elliptic geometry under projective geometry byexploiting Cayley's idea. He gave a sketch og his thoughts in a paper of 1871 and then developed them in two papers 1871 a. 1873 the ppers offered here. Klein was the first to obtain models of non-Euclidean geometries." Morris Kline. - Sommerville Bibliography of Non-Euclidean Geometry p.45 1871 and p. 49 1873. hardcover‎

Bookseller reference : 39154

‎GAUSS CARL FRIEDRICH. FOUNDATION OF MODERN GEOMETRY‎

‎Disquisitiones generales circa superficies curvas. General Investigations of Curved Surfaces.‎

‎G�ttingen Dieterich 1828. Small 4to. Extracted from: 'Commentationes Societatis Regiae Scientiarum Gottingensis' Volume 6 pp.99-146. 4to. Modern half morocco with gilt spine lettering. Fine and clean throughout. � First edition of the work which inspired one of the greatest breakthroughs in geometry since Euclid.<br><br>Euler established the theory of surfaces in his 'Recherches sur la courbure des surfaces' 1767. But Euler's treatment of surfaces is not invariant under a natural notion of isometry; with his notion of curvature for example the plane and cylinder have different curvatures although one surface can be bent into the other without stretching or contracting. Such two surfaces are locally alike and one would naturally demand that geometry on these two isometric surfaces are the same. Another way of viewing this is to say that geometry on the surface depends on the geometry of the particular space in which the surface is embedded.<br><br>In this work Gauss took a fundamentally different approach to the study of surfaces; in contrast to Euler he represented the points of a surface in terms of two external parameters. Gauss then derived his own notions of the fundamental quantities of surfaces e.g. arc length angle between curves and curvature. The Gauss curvature is related to the Euler curvature but possesses a fundamentally different property namely that it is intrinsic e.g. isometric surfaces have the same curvature at all points. Or in other words: Geometry in Gauss' notion on the surface is independent of the particular geometry of the ambient space. This remarkable result is known as Gauss' "theorema egregium". With this work Gauss established a whole new and more proper theory of surfaces. In the paper Gauss derived several important theorems about the length area and angles of figures on surfaces. But the "theorema egregium" has deep roots in the foundation of geometry and was to initiate one of the greatest breakthroughs in geometry since Euclid. To Bernhard Riemann a student of Gauss this result suggested that a surface could be regarded as a space in itself with its own geometry having its own notion of distance angles etc. independent of the geometry of some other space containing the surface. This idea became the corner stone of Riemann's famous 'Ueber die Hypothesen welche der Geometrie zu Grunde liegen' 1867.<br><br>Norman 880. unknown‎

Bookseller reference : 34861

‎Prentice Hall Geometry Editor‎

‎Tools of Geometry Chapter 1 All-in-One Teaching Resources‎

‎Prentice Hall 2011-01-01. Paperback. Like New. Unused! Book Leaves in 1 Business Day or Less! Leaves Same Day if Received by 2 pm EST! Slight shelf wear. Contents Unused. Like New. Prentice Hall paperback‎

Bookseller reference : 074-06-00069 ISBN : 0133688984 9780133688986

‎Synergy Geometry‎

‎Taking a Course in Film Industry 兼山錦二 è‘—‎

‎2008-04-06. Good. Ships with Tracking Number! INTERNATIONAL WORLDWIDE Shipping available. May not contain Access Codes or Supplements. May be re-issue. May be ex-library. Shipping & Handling by region. Buy with confidence excellent customer service! unknown‎

Bookseller reference : 4915877612 ISBN : 4915877612 9784915877612

‎Halsted George Bruce Hilbert David. Grundlagen der geometrie‎

‎Rational geometry; a text-book for the science of space; based on Hilbert's foundations 1904 Hardcover‎

‎2020. Hardcover. New. Lang: - eng Pages 325. Reprinted in 2020 with the help of original edition published long back 1904. This book is Printed in black & white Hardcover sewing binding for longer life with Matt laminated multi-Colour Dust Cover Printed on high quality Paper re-sized as per Current standards professionally processed without changing its contents. As these are old books we processed each page manually and make them readable but in some cases some pages which are blur or missing or black spots. If it is multi volume set then it is only single volume if you wish to order a specific or all the volumes you may contact us. We expect that you will understand our compulsion in these books. We found this book important for the readers who want to know more about our old treasure so we brought it back to the shelves. Any type of Customisation is possible with extra charges. Hope you will like it and give your comments and suggestions. hardcover‎

Bookseller reference : 1111005202392

‎Lobachevski Nikola Ivanovich Helmholtz Hermann von. Sur les faits qui servent de base a la geometrie‎

‎Recherches géométriques sur la théorie des parallèles suivies d'un extrait de la correspondance entre Gauss et Schumacher. Sur les faits qui servent de base à la géométrie 1895 Hardcover‎

‎2020. Hardcover. New. Lang: - fre Pages 332. Reprinted in 2020 with the help of original edition published long back 1895. This book is Printed in black & white Hardcover sewing binding for longer life with Matt laminated multi-Colour Dust Cover Printed on high quality Paper re-sized as per Current standards professionally processed without changing its contents. As these are old books we processed each page manually and make them readable but in some cases some pages which are blur or missing or black spots. If it is multi volume set then it is only single volume if you wish to order a specific or all the volumes you may contact us. We expect that you will understand our compulsion in these books. We found this book important for the readers who want to know more about our old treasure so we brought it back to the shelves. Any type of Customisation is possible with extra charges. Hope you will like it and give your comments and suggestions. hardcover‎

Bookseller reference : 1111005815615

‎Hodge Theory and Cassical Algebraic Geometry 2013: Columbus Ohio Edited by Gary Kennedy Mirel Caibar Ana Maria Castravet and‎

‎Hodge Theory and Classical Algebraic Geometry; proceedings Contemporary Mathematics; Volume 647‎

‎American Mathematical Society 2015. Paperback. New Book. Paperback. Seven selected papers adhere to the lectures by varying degrees but most of the actual lectures were captured on video and can be seen online. The topics here are the stability of manifolds P1 and local P1 reduced limit period mappings and orbits in Mumford-Tate varieties the primitive cohomology of theta divisors neighborhoods of subvarieties in homogeneous spaces unconditional non-commutative motivic Galois groups differential equations in Hilbert-Mumford calculus and weak positivity via mixed Hodge modules. 2015 Ringgold Inc. Portland OR American Mathematical Society paperback‎

Bookseller reference : 446040 ISBN : 1470409909 9781470409906

‎ICTS Program Groups Geometry and Dynamics 2012: Almora India Edited by CS. Aravinda William M. Goldman Krishnendu Gongopadhy‎

‎Geometry Groups and Dynamics; proceedings Contemporary Mathematics; Volume 639‎

‎American Mathematical Society 2015. Paperback. New Book. Paperback. Editors Aravinda Goldman Gongopadhyay Lubotzky Mj and Weaver present students academics and researchers with a collection of scholarly papers and academic articles selected from materials presented at the ICTS Program: Groups Geometry and Dynamics held in December of 2012 at Kumaun University India. The editors have organized the contributions that make up the main body of the text in two parts devoted to lecture notes and research expositions. Specific subjects covered in the text include upper central series for the group of unitriangular automorphisms of a free associative algebra uniformization of simply connected finite type Log-Riemann surfaces the Goldman bracket and the intersection of curves on surfaces and many others. 2015 Ringgold Inc. Portland OR American Mathematical Society paperback‎

Bookseller reference : 441592 ISBN : 0821898825 9780821898826

‎International Conference on Differential Geometry and Applications 10th: 2007: Olomouc Czech Republic Ed by Oldrich Kowalski et‎

‎Differential geometry and its applications; proceedings.‎

‎World Scientific 2008. Hardbound. New Book. Hardbound. Selected papers from the 10th International Conference on Differential Geometry and Its Applications are presented in this volume for students researchers and practitioners covering the latest advances in geometric methods in physics mathematics and global analysis. Editors Kowalski differential geometry Charles U. Czech Republic Krupka geometry and topology Palacky U. Czech Republic Krupkov� algebra and geometry Palacky U. Czech Republic and Slov�k mathematics and statistics Masaryk U. Czech Republic have chosen lectures and papers that cover such classical and modern geometry topics as Riemannian geometry differential invariants calculus on the variations of manifolds and Finsler structures. This volume also celebrates the 300th anniversary of the birth of mathematician Leonhard Euler and contains a lecture that reviews his importance. 2008 Ringgold Inc. Portland OR World Scientific hardcover‎

Bookseller reference : 335518 ISBN : 9812790608 9789812790606