Geometry.Net - Scientists: Apollonius Of Perga


Home - Scientists - Apollonius Of Perga

e99.com Bookstore

Images

Newsgroups

81-94 of 94 Back | 1 | 2 | 3 | 4 | 5

A B C D E F G H I J K L M N O P Q R S T U V W X Y Z

Apollonius Of Perga: more books (86)

Apollonius Saxonicus: Die Restitution eines verlorenen Werkes des Apollonius von Perga durch Joachim Jungius, Woldeck Weland und Johannes Muller (Veroffentlichung ... der Wissenschaften Hamburg) (German Edition)
The Thirteen Books of Euclid's Elements / The Works of Archimedes Including the Method / On Conic Sections / Introduction to Arithmetic (Great books of the Western World, 11) by Euclid, Archimedes, et all 1952
The Mathematical Writings of Euclid, Archimedes, Apollonius of Perga, Nicomachus of Gerasa (The Great Books of the Western World) by Euclid, Archimedes, et all 1985
Euclid, Archimedes, Apollonius of Perga, Nicomachus
Apollonius of Perga: Treatise on conic sections with introductions including an essay on earlier history on the subject by Apollonius, 1961
Euclid, Archimedes, Apollonius of Perga, Nicomachus: Great Books of the Western World 11 by Robert M. Hutchins, 1952
Problem of Apollonius: Problem of Apollonius, Euclidean Geometry, Circle, Tangent, Apollonius of Perga, Pappus of Alexandria, Adriaan van Roomen, Hyperbola
The Thirteen Books of Euclid's Elements, The Works of Archimedes Including the Method, On Conic Sections By Apollonius of Perga (Book 11) by Robert M., Ed. Huchins, 1952
Prolegomena Mathematica: From Apollonius of Perga to Late Neoplatonism. With an Appendix on Pappus and the History of Platonism.
Apollonius of Perga Treatise on Conic Se by ApolloniusOfPerga, 1896
Problem of Apollonius: Euclidean Geometry, Circle, Tangent, Apollonius of Perga, Pappus of Alexandria, Adriaan van Roomen, Hyperbola, Compass and Straightedge Constructions, Franciscus Vieta
Great Books of the Western World Vol. 11 Euclid, Archimedes, Apollonius of Perga, Nicomachus by Robert Maynard Hutchins [Editor], 1952
Apollonius of Perga: Treatise on Conic Sections by T. L. Heath, 1961
Apollonius of Perga Treatise On Conic Sections: Edited In Modern Notation by T. L. (Thomas Little), Sir Heath, 1896

lists with details

Wiskundigen - Apollonius
apollonius. apollonius van perga (262 190 v.Chr.) was een Grieks wiskundige,die bekend stond als de grote geometer , de grote meetkundige.
http://www.wiskundeweb.nl/Wiskundegeschiedenis/Wiskundigen/Apollonius.html

Extractions: Links naar anderstalige sites: Apollonius leefde ongeveer 50 jaar na de grote wiskundige Euklides. Hij was van oorsprong afkomstig uit Perga, een Oud-Griekse stad die in het Zuiden van het huidige Turkije (bij Antalya aan de Middellandse Zee) ligt. Perga was een belangrijk cultuurcentrum in die tijd en tevens het centrum van de verering van Artemis, de godin van de natuur.
Biografi: Apollonius
apollonius AV perga ca. 260 f.kr. ca. 190 f.kr. Eksterne ressurser. Engelskbiografi. Her finner du en biografi på engelsk om apollonius av perga.
http://www.matematikk.org/artikkel/vis.php?id=1048
Encyclopedia4U - Apollonius Of Perga - Encyclopedia Article
Odd things in Pitt s libraries 6.26.2003. Die Bücher des apollonius von perga. DE SETIONE RATIONIS. nach dem Leteinischendes Edm. Halley frey bearbeitet, und mit einem Anhange versehen von.
http://www.encyclopedia4u.com/a/apollonius-of-perga.html

Extractions: ENCYCLOPEDIA U com Lists of articles by category ... SEARCH : Apollonius of Perga (about 262 BC - about 190 BC ) was a Greek geometer, noted for his writings on conic sections . It was Apollonius who gave the ellipse , the parabola , and the hyperbola the names by which we know them. The hypotheses of eccentric orbits, or equivalently, deferent and epicycles, to explain the apparent motion of the planets and the varying speed of the Moon, are also attributed to him.
Bibliography
Romania, 1970. apollonius, of perga, ca. 287ca. 190 BC, Apollonii pergaei 1891-1893.apollonius, of perga, ca. 287-ca. 190 BC, Apollonii pergaei
http://www.library.cornell.edu/math/bibliography/display.cgi?start=A&
Sändig Suche
Translate this page apollonius von perga De sectione spatii Die Bücher des apollonius von pergaElberfeld 1827. wiederhergestellt von WA Diesterweg. VI, 154 S., 5 Tafeln.
http://www.saendig.com/results3.asp?Suche4=De sectione spatii
From AOUM AOUM. Newsgroups Sci.math Subject Re Problems From
Gerald McLarnon (snip snip ) apollonius from perga give us the followingbeutifull construction to 3. * * A*****o
http://www.math.niu.edu/~rusin/known-math/96/trisect2
Kreis Des Apollonius
Translate this page download apo4.zip. apollonius von perga, ein griechischer Mathematiker und Astronom,der ca. 262-190 v.Chr. lebte, hat diese Frage bereits beantwortet.
http://www.rsg.rothenburg.de/schulleben/fs/mathe/apolloni.htm

Extractions: AC : BC, ATi : TiB, ATa : TaB. Variiere die Form des Dreiecks. Messe den Winkel T i CT a ! Was stellst Du fest? download apo4.zip Apollonius von Perga, ein griechischer Mathematiker und Astronom, der ca. 262-190 v.Chr. lebte, hat diese Frage bereits beantwortet. Apollonius lehrte in den wichtigsten Kulturmetropolen der damaligen Zeit, Alexandria und Pergamon, und war als "der große Geometer" berühmt. i T a ]. (Der Kreis des Apollonius) download apolloni.zip Dynamischen Geometrie rsg/K. Haberl/ 1.98
AAC Database - Browse - List
3, apollonius Dyscolus. 2, apollonius, of perga. 12, apollonius, of RhodesSee apollonius,Rhodius. 2, apollonius pergaeus See apollonius,of perga.
http://valeph.tau.ac.il/ALEPH/ENG/TAU/AAC/AAC/SCAN-F/0056922
AAC Database - Full View Of Document
Author, apollonius, of perga. UnifTl, Conica. English. Fried. Title, apolloniusof perga s Conica text, context, subtext / by Michael N. Fried, Sabetai Unguru.
http://valeph.tau.ac.il/ALEPH/ENG/TAU/AAC/AAC/FIND-ACC/2937060
Apollonius Perga
apollonius perga. apollonius perga (okolo 262 BC okolo 190 BC) bylRek geometr, významný jeho spisy na rezy kuelem. To byl
http://wikipedia.infostar.cz/a/ap/apollonius_of_perga.html

Extractions: vodn str¡nka Tato str¡nka v origin¡le Apollonius Perga (okolo 262 BC - okolo 190 BC ) byl Åek geometr, v½znamn½ jeho spisy na conic sekce . To bylo Apollonius kdo dal elipsa parabola , a hyperbola jm©na kter½ my zn¡me je. Hypot©zy ekcentrick½ch orbit, nebo equivalently, deferent a epicycles, vysvÄtlit zÅejm½ pohyb planet a mÄnc se rychlost mÄsce, b½t tak© pÅisuzov¡n k nÄmu.
Historia Matematica Mailing List Archive: Re: [HM] Apollonius' Conics
Title apollonius Saxonicus die Restitution eines verlorenen Werkes des apolloniusvon perga durch Joachim Jungius, Woldeck Weland und Johannes Mhuller
http://sunsite.utk.edu/math_archives/.http/hypermail/historia/sep99/0009.html
Perga - Encyclopedia Article About Perga. Free Access, No Registration Needed. W
perga. Word Word. preview not available. Click the link for more information.Some articles mentioning perga
http://encyclopedia.thefreedictionary.com/Perga

Extractions: Dictionaries: General Computing Medical Legal Encyclopedia Word: Word Starts with Ends with Definition Perga was the capital of Pamphylia Pamphylia , in ancient geography, was the region in the south of Asia Minor, between Lycia and Cilicia, extending from the Mediterranean to Mount Taurus. It was bounded on the north by Pisidia and was therefore a country of small extent, having a coast-line of only about 75 miles with a breadth of about 30 miles. There can be little doubt that the Pamphylians and Pisidians were the same people, Click the link for more information. , on the coast of Asia Alternative meanings: Asia (mythology), Asia Minor. 1. The continent of Asia is defined by subtracting Europe and Africa from the great land mass of Africa-Eurasia. The boundaries are vague, especially between Asia and Europe: Asia and Africa meet somewhere near the Suez Canal. The boundary between Asia and Europe runs via the Dardanelles, the Sea of Marmara, the Hellespont, the Black Sea, the ridges of the Caucasus, the Caspian Sea, the Ural River and the Ural Mountains to Novaya Zemlya. See also Eurasia.
2004 Student Research Conference
and Dr. Jason M. Ribando, Department of Mathematics In Tangencies apollonius ofPerga shows how to construct a circle that is tangent to three given circles.
http://www.cns.uni.edu/SX/2004src.html

Extractions: The current methods of determining surface tension share a common general idea. The Wilhelmy plate, the ring, and the rod-pull methods all employ a technique in which a foreign object is placed in the solution being studied. In this study, we describe a novel noninvasive method based on laser interferometry to measure the dispersion relation of capillary waves on fluids. Surface waves on fluids, with wavelengths less than one cm, are known as capillary waves. In this wave regime, surface tension and viscosity determine the propagation characteristics and attenuation of surface waves, while gravity plays a minor role. For this reason the dispersion and attenuation data of capillary waves may be used to obtain the surface tension and viscosity of fluids. Our system constitutes a new technique for generation and detection of standing and traveling capillary waves. We are able to map the profile, and determine the propagation speed and attenuation of these waves with unprecedented accuracy. Here we describe the use of the system in measuring the surface tension of binary fluids.
Allmath.com
% response.Buffer = True % class=MARGIN , allmath.com. %= BioSearch() % .
http://www.allmath.com/biosearch.asp?QMeth=ID&ID=1490

A B C D E F G H I J K L M N O P Q R S T U V W X Y Z

81-94 of 94 Back | 1 | 2 | 3 | 4 | 5