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Nikolai Lobachevsky (1792-1856) Born: 1 Dec 1792 in Nizhny Novgorod, Russia Died: 24 Feb 1856 in Kazan, Russia Went to school and studied in Kazan under Martin ...
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Went to school and studied in Kazan under Martin Bartels (1769 - 1833), who was ... 17. A straight line maintains the characteristic of parallelism at all its points. ...
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Nikolai Lobachevsky The Great Mathematics Educator 1792 1856 Maryam Vulis Norwalk CC Nikolai Ivanovich Lobachevsky Biography November 20, 1792 - Born in ...
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Lobachevsky: All straight lines which in a plane go out from a point can, with reference to a given straight line in the same plane, be divided into two classes ...
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Gauss worked with Farkas Bolyai who also made several false proofs. Farkas taught his son, ... Straight lines parallel to a third line are parallel to each other.
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Title: 2 ( ) Author: sc Last modified by: sc Created Date: 8/29/2003 4:35:41 AM Document presentation format:
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Title: No Slide Title Author: Stephen D Hochman Last modified by: Sveta Created Date: 3/4/1998 1:42:04 AM Document presentation format: Other titles
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C and D are both obtuse angles; C and D are both acute angles. ... Saccheri Hypothesis is angles C and D are obtuse. Angle sum of a triangle is greater than p. ...
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The most famous of which was Playfair's Postulate. This postulate was named after Scottish scientist John Playfair, who made it ... Palyfair's Postulate: ...
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Made independently by Carl Friedrich Gauss in Germany, Janos Bolyai in Hungary, ... In 1855 Gauss recognized the merits of this theory, and recommended him to the ...
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Antiphon the Sophist introduced a method of exhaustion' ... 'Antiphon therefore deserves an honourable place in the history of geometry' - T L Heath ...
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model of perfect science. Immanuel Kant (1724-1804) ... Submitted 3 topics to Gauss to select from for his Habilitation lecture. ...
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GREEK MATHEMATICS The axiomatic method The Elements begins with definitions and five postulates. There are also axioms which Euclid calls 'common notions'.
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Rep blica Bolivariana de Venezuela Ministerio del Poder Popular para la Educaci n Superior Universidad Nacional Experimental Sim n Rodr guez (UNESR)
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Or je soutiens que dans toute th orie particuli re de la nature il n'y a ... traduit (actualise ?) le dire de Kant ' espace et temps sont les cadres a priori de toute ...
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EL SIGLO XIX MATEM TICAS F SICA QU MICA CIENCIAS SOCIALES Matem ticas Las matem ticas del siglo XIX alcanzaron un nivel de desarrollo tal que las llev m s ...
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... Euclidean Geometry ... axioms for non-Euclidean geometry and derived theorems, but ... show that non-Euclidean geometry is as consistent as Euclidean geometry. ...
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Science Ethics What's the Big Deal? Credit: Prof. D. Venkataraman made this presentation ... Kant: 'categorical imperative' = when considering an action, do it ...
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generation mechanism - Cyclotron Maser Instability; STEREO SWG & Science Workshop ... Electron Cyclotron Maser works most efficient within auroral cavities, where fp ...
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Sistemas Formais Jorge Muniz Barreto UFSC-INE Curso: Fundamentos da Computa o Em que consiste? Formal se refere a forma. Portanto sistemas formais, s o sistemas ...
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Title: Einstein y las geometrias no euclidianas Author: raul Last modified by: raul Created Date: 10/7/2005 5:03:26 AM Document presentation format
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A finite line segment can be. extended to a line of any length ... Precession of Mercury. Gravity waves ... Precession of Mercury ...
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KNOW GEOMETRY ENTER ... Some one who had begun to read geometry with Euclid, when he had learnt the ... Foundations of Geometry ...
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Paradoxurilogico-matematice. Valoarea de adevar a propozitiei: Eu mint Bertrand Russell (1872-1970): Multimile se clasifica in: Multimi care se contin ...
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Greek mathematician 'Father of Geometry' ... James Garfield (U.S. president), 1881. Other proofs of the Theorem. Further issues ...
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Title: Last modified by: Created Date: 2/18/2002 10:20:31 AM Document presentation format: Company: SJTU Other titles
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P1: Dados 2 puntos distintos, existe una nica recta que pasa por ellos ... P3: Existe una nica circunferencia con centro y di metro dados ...
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Clusters are found at the densest spots, the interstices, of this network. ... the universe ``flies apart'' ... v = H r. This expansion of the universe ...
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To illustrate with a few examples the usefulness of some ... http://discus.anu.edu.au/~rpb/F10.html. Integers modulo n. Examples: n=2 (odd and even numbers) ...
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Agradezco a los siguientes colegas y amigos que me aportaron distintas ... un comentario sobre los Elementos, donde habla de intentos de probar el quinto ...
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Biografie in pillole A cura di: Elisabetta Corigliano 2^C Valentina Amati 2^C Angelo Colelli 2^C a.s. 2005-06 Docente: Nicola Filipponio Max BORN 11 Dicembre 1882 ...
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M. Cantor: Historia de la Matem tica hasta el siglo XVIII (4 vol menes) ... fue encontrada independientemente por el dan s Carl Wessel (1797), y por el ...
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Teorias Modernas do Espa o-Tempo Maria Cristina Batoni Abdalla mabdalla@ift.unesp.br IFT/UNESP - Abril de 2005 Eu demonstro o valor da soma dos ngulos do ...
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The geometry taught today in school is a confused mixture ... terms of properties invariant under homeomorphism, one can see the underlying idea in operation. ...
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Let no one else's work evade your eyes, Remember why the good ... Consult generally available electronic resources Encarta, PUL resources, etc. Plagiarize, ...
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Two kinds interpretation of quantum mechanics This file is only Part 1 of the entire presentation and includes: 1. Motivation 2. ... Negation of some axioms: ...
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Hosted by the ever-affable Jason Douma. This semester's categories: The Right Tool for the Job ... John Nash. Famous Folks $400 ...
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Further, assume that at time t = t' = 0, the ships are at the same point in space. ... In the Star Trek universe, 'sensors' are devices that are used to gather ...
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... foundations for the infinitesimal and derivative calculus and therefore sought ... rigorous and clear foundations for the infinitesimal and derivative calculus. ...
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Pascal's greatest achievements... Protestant Reformers, Pascal's religious order ... Pascal's independent discovery of Geometry's postulates testifies that ...
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To illustrate with a few examples the usefulness of some mathematical theories ... 1963 John Leech: uses Golay's ideas for sphere packing in dimension 24 ...
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... Diophantus is primarily concerned with the theory of numbers. Charles Babbage (English, 1791-1871) Originated the modern analytic computer Educated at ...
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That all right angles are equal to one another. ... All right angles are congruent to each other. ... every angle is congruent to itself. Postulate III. ...
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I am interested in non-standard ('deviant') logics; and in Cold War humor. ... The art of the possible. ... Deviant Logic. Fuzzy Logic. Beyond the Formalism. ...
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l origine de la g om trie hyperbolique La construction d un rectangle par Euclide, Al-Khayy m, Saccheri et Lambert Les d couvertes de Gauss, Bolya et ...
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Quantum-mechanical problems in the spaces of a constant positive and negative ... model for description of quarkonium spectrum, and ecxitons semiconductor quantum ...
