Geometry Books

's geometry is one of the most fundamental and widely studied branches of mathematics, and in this book, author Israel Rabinovitch offers a unique perspective on the subject. Rather than approaching Euclidean geometry from a purely mathematical...

The Synoptical Euclid is a book that was first published in 1853 and is a compilation of the first four books of Euclid's Elements of Geometry. Euclid was a Greek mathematician who lived in Alexandria around 300 BC and is considered to be one of the most...

The Mechanic's and Schoolboy's Steps to the Mathematics: Being the Science of Geometry Arranged on a Novel Principle is a book written by John Quested and published in 1848. The book aims to teach geometry to both mechanics and schoolboys through a...

""The Principles of Elliptic and Hyperbolic Analysis"" is a comprehensive guide to the mathematical principles and techniques of elliptic and hyperbolic analysis. Written by Alexander Macfarlane and first published in 1894, this book provides an in-depth...

Tables and Formulas: For Solving Numerical Problems in Analytic Geometry, Calculus and Applied Mathematics is a comprehensive guidebook written by William Raymond Longley in 1913. This book is designed to help students and professionals in the field of...

New Plane and Solid Geometry is a mathematics textbook written by Wooster Woodruff Beman and published in 1903. The book is intended for high school and college students studying geometry, and it covers both plane and solid geometry. The author begins by...

The School Euclid: Comprising The First Four Books, Chiefly From The Text Of Dr. Simson (1862) is a book written by A.K. Isbister. The book is a collection of the first four books of Euclid's Elements, which is a treatise on geometry and mathematics. The...

Liber ""Sectionum Conicarum Elementa Methodo Facilllima Demonstrata: In Usum Juventutis Academicae"" auctore Trevigar, Luca, editus est anno 1731. In hoc libro, Trevigar sectiones conicas, id est, circulum, ellipsim, parabolum et hyperbolam, explicat et...

Le livre ""Polygonom�����trie ou de la mesure des figures rectilignes, et abr�����g����� d'isop�����rim�����trie �����l�����mentaire"" �����crit par Simon Lhuilier en 1789 est un ouvrage de math�����matiques qui traite de la mesure des figures...

Opuscules Math�����matiques V2: Ou M�����moires sur Diff�����rens Sujets de G�����om�����trie (1761) est un livre �����crit par Jean Le Rond d'Alembert. Ce livre est le deuxi�����me volume de la s�����rie Opuscules Math�����matiques. Il contient des...

De Cyferkonste Item De Grondtregels Der Geometrie (1760) is een boek geschreven door Le Page, G. Het boek behandelt wiskunde en meetkunde en is oorspronkelijk in het Nederlands geschreven. Het boek bevat informatie over rekenkunde, algebra en meetkunde,...

De Arithmeticis, Et Geometricis Aequationum Resolutionibus Libri 2 est liber auctore Kerek-Gede, Pal Mako De, qui anno 1770 editus est. In hoc libro, auctor disputationem continet de resolutione aequationum arithmeticarum et geometricarum. Primo libro,...

Arithmeticae Libri Et Geometriae Septem Et Vigniti est opus magnum Petri Ramus, mathematici et philosophi celeberrimi, quod anno Domini millesimo sexcentesimo vigesimo septimo editum est. In hoc libro, Ramus exponit doctrinam arithmeticae et geometriae,...

Liber Apollonii Pergaei Locorum Planorum, Pars Secunda, editus ab Simson, Roberto, anno MDCCXLIX, continet expositionem et demonstrationem geometricam de locis planis, quae sunt figurae, quae describuntur ab unica linea recta, quae movetur in plano, et...

Das Buch ""Anwendung der praktischen Geometrie bei Streitigkeiten auf dem Lande"" von Lukas Voch wurde im Jahr 1780 ver������ffentlicht. Es handelt sich um ein Werk, das sich mit der Vermessung von Land und der L������sung von Konflikten in diesem...

Liber intitulatus ""Analysis Infinitorum: Sen Curvilineorum Proprietates Ex Polygonorum Natura Deductae"" est scriptus a Bernardo Nieuwentijdt et editus anno 1695. In hoc libro, auctor tractat de proprietatibus curvilinearum quae ex natura polygonorum...

WORK IS IN FRENCHThis book is a reproduction of a work published before 1920 and is part of a collection of books reprinted and edited by Hachette Livre, in the framework of a partnership with the National Library of France, providing the opportunity to...

The branch of mathematics which studies the relationship between side lengths and angles of triangles is known as trigonometry. This field of study is considered to be the foundation of all applied geometry. The real functions which relate an angle of a...

Mensuration And Practical Geometry: Containing Tables Of Weights And Measures, Vulgar And Decimal Fractions (1866) is a book written by Charles Haynes Haswell that provides a comprehensive guide to mensuration and practical geometry. The book contains...

Robbin's New Plane Geometry is a comprehensive textbook on plane geometry written by Edward Rutledge Robbins and first published in 1915. The book covers a wide range of topics in plane geometry, including lines, angles, triangles, polygons, circles, and...

This work has been selected by scholars as being culturally important, and is part of the knowledge base of civilization as we know it. This work was reproduced from the original artifact, and remains as true to the original work as possible. Therefore,...

""Primer of Geometry: An Easy Introduction to the Propositions of Euclid"" is a book written by Francis Cuthbertson and originally published in 1876. The book is designed to provide an accessible introduction to the principles of Euclidean geometry,...

Primary Elements of Plane and Solid Geometry is a book written by Evan Wilhelm Evans and first published in 1862. The book is a comprehensive guide to the fundamental principles of geometry, covering both plane and solid geometry. It is designed to be...

On The Projective Axioms Of Geometry is a seminal work in the field of mathematics, written by Eliakim Hastings Moore and first published in 1902. The book is a detailed exploration of the projective axioms of geometry, which are the fundamental...

On The Forms Of Plane Quartic Curves is a mathematical book written by Ruth Gentry in 1896. The book is focused on the study of quartic curves, which are algebraic curves defined by fourth-degree polynomial equations in two variables. The author provides...

Das Buch ""Neuer������ffnetes Geheimnis der Parallellinien"" von Anton Felkel aus dem Jahr 1781 besch�����ftigt sich mit der Frage, ob es m������glich ist, dass sich zwei parallele Linien im Unendlichen schneiden k������nnen. Felkel untersucht...

Geometrical Drawing Questions (1881) is a book written by C. H. Octavius Curtis. The book is a comprehensive guide to geometrical drawing, containing a wide range of questions and exercises designed to help students develop their skills in this area. The...

Geometrical Problems: In The Properties Of The Conic Sections is a book written by Henry Latham and published in 1848. The book is a comprehensive guide to the properties of conic sections, which are shapes formed by the intersection of a plane with a...

Das Lehrbuch der Neueren Geometrie, verfasst von Rudolf Staudigl im Jahr 1870, ist ein umfassendes Werk zur modernen Geometrie. Es behandelt Themen wie die projektive Geometrie, die metrische Geometrie und die Geometrie h������herer Dimensionen. Das Buch...

Sur La Generation Des Courbes Par Roulement est un livre �����crit par Ren����� de Saussure en 1895. Ce livre traite de la g�����n�����ration de courbes par roulement, une m�����thode utilis�����e en m�����canique pour cr�����er des formes complexes en...

Sur L'Evaluation Approchee Des Aires Planes est un livre �����crit par Paul Mansion en 1881. Il s'agit d'un ouvrage qui traite de l'estimation approximative des aires planes. Dans ce livre, Mansion explore les diff�����rentes m�����thodes et techniques...

Sur La Representation Des Courbes Gauches Algebriques est un livre �����crit par L�����on Autonne en 1896. Ce livre traite de la repr�����sentation des courbes gauches alg�����briques, qui sont des courbes planes d�����finies par une �����quation...

Mathematicae Quaedam Selectae Propositiones est liber auctore De Segura, Ioanne, qui anno MDLXVI editus est. In hoc libro, auctor propositiones mathematicas selectas exponit, quae ad geometriam, arithmeticae, et alia matheseos genera pertinent. Inter...

Diploma Thesis from the year 2011 in the subject Mathematics - Geometry, grade: 1,0, Humboldt-University of Berlin (Institut für Mathematik), language: English, abstract: Based on the work of Adams and Stuck as well as on the work of Zeghib, we classify...

Hermitian symmetric spaces are an important class of manifolds that can be studied with methods from Kähler geometry and Lie theory. This work gives an introduction to Hermitian symmetric spaces and their submanifolds, and presents classifi cation...

This book describes a new way of thinking about media, technology, and civilization. We propose building a new civilization on the broken pieces of the old, one built entirely from trash and in equilibrium with the ecosystem we live in. This book...

Many of the earliest books, particularly those dating back to the 1900s and before, are now extremely scarce and increasingly expensive. We are republishing these classic works in affordable, high quality, modern editions, using the original text and...

Le livre intitul����� ""Le�����ons sur les coordonn�����es tangentielles, Partie 2 : G�����om�����trie dans l'espace"" a �����t����� �����crit par Georges Papelier en 1895. Ce livre est une suite de la premi�����re partie et se concentre sur la...

Das Buch ""Die Elemente der Geometrie auf neuer Grundlage streng deduktiv dargestellt, Teil 1"" von Johann Karl Becker wurde 1877 ver������ffentlicht. Es handelt sich um eine umfassende Darstellung der Geometrie auf der Grundlage strenger Deduktion. Der...

Le livre ""Etudes Sur La Trigonometrie Spherique: Suivies De Nouvelles Tables Trigonometriques"" de Heegmann, Alphonse, publi����� en 1851, est une �����tude approfondie de la trigonom�����trie sph�����rique, une branche des math�����matiques qui traite...

""Cours Sur Les Fonctions Elliptiques"" est un livre �����crit par De Sparre, Conte Magnus et publi����� en 1886. Ce livre traite des fonctions elliptiques, qui sont des fonctions math�����matiques utilis�����es en g�����om�����trie, en physique et dans...

Essai Sur Les Proprietes De La Nouvelle Cissoide (1822) est un livre �����crit par Rallier, Jeune. Ce livre est un essai sur la nouvelle cisso�����de et ses propri�����t�����s. La cisso�����de est une courbe math�����matique d�����couverte par...

""Die Elemente der neueren Geometrie und der Algebra der bin�����ren Formen"" ist ein Buch des deutschen Mathematikers Wilhelm Fiedler, das erstmals im Jahr 1862 ver������ffentlicht wurde. Das Werk behandelt die Grundlagen der modernen Geometrie und der...

Le livre ""Le�����ons sur les m�����thodes de la g�����om�����trie moderne"" de Jules-Antoine Richard, publi����� en 1898, est un ouvrage de r�����f�����rence dans le domaine de la g�����om�����trie. Il s'agit d'un manuel qui pr�����sente les...

Essai Sur Une Mani�����re De Repr�����senter Les Quantit�����s Imaginaires Dans Les Constructions G�����om�����triques (1874) est un livre �����crit par Jean Robert Argand. Le livre explore la repr�����sentation des quantit�����s imaginaires en utilisant...

Essai Sur Les Definitions Geometriques (1870) est un livre �����crit par Joseph Florentin Bonnel. Ce livre est un essai sur les d�����finitions g�����om�����triques qui ont �����t����� utilis�����es depuis l'Antiquit����� jusqu'������ l'�����poque...