81. Helicon Publishing: Data Sets And Samples: Business And Economy Resources: Sampl 1382 The French scholar nicole d Oresme publishes De moneta/On Money. One of theearliest European treatises on currency, it greatly influences Medieval http://www.helicon.co.uk/online/datasets/samples/business/chronologies.htm

E-mail us at helicon@rm.com or telephone us on 08709 200200. Looking for help with one of our CD-ROM products? Visit our technical support section. Data sets and samples Subjects Fact sheet Samples Business and economy resources: Sample chronology Economic theory Qudama ibn-Ja'far writes the Kitab al- Kharaj , an account of the Islamic taxation system. Richard FitzNigel writes his Dialogus de Scaccario , a description of the English Exchequer. c. The French scholar Nicole d'Oresme publishes De moneta/On Money . One of the earliest European treatises on currency, it greatly influences Medieval economic thinking. The French writer on economics Victor de Riqueti, marquis de Mirabeau, publishes The Theory of Taxation The English philosopher Jeremy Bentham publishes his Defence of Usury , setting out his views on economics. The British home secretary, Lord Liverpool, publishes his Treatise on the Coins of the Realm in which he calls for a real money policy, where the amount of money in circulation corresponds to its true value in gold. The US statesman James Madison publishes An Examination of the British Doctrine which Subjects to Capture a Neutral Trade not Open in Time of Peace The Scottish philosopher James Mill publishes Elements of Political Economy The German political writer Friedrich Engels publishes Die Lage der arbeitenden Klasse in England The Condition of the Working Classes in England , a classic of communism.

82. Prove That The Earth Goes Around The Sun - Information Technology (After all nicole d Oresme worked that, and Galilean relativity, in the fourteenthcentury, pretty much by logic alone). What you say here is true. http://www.physicsforums.com/archive/t-15528_Prove_that_the_earth_goes_around_th

Technology Services Prove that the earth goes around the sun rattis - Prove that the earth goes around the sun I find it obvious, as did many previous people, that the sun goes aroudn the earth. I of course know htis to be untrue as it has been drummed into me again and again for the past 16 years. Can someone please prove to me (so that i can prove to others as well) that the earth goes around the sun. Do not be afraid to explain using mathematics, as i see that as the only way of undeniable proof. Discuss Prove that the earth goes around the sun Here, Free! selfAdjoint - Prove that the earth goes around the sun The first person who had experimental evidence for this was the astronomer F.W. Bessel who in 1838 was able to measure the parallax (http://en.wikipedia.org/wiki/Parallax) of a nearby star. This showed that the earth was at a different place, relative to the star, in June than it was in January. And geometry showed that the two places were on opposite sides of the sun. More parallax measurements since his time have confirmed that the earth follows a closed path around the sun. Discuss Prove that the earth goes around the sun Here, Free!

83. Overskrift Settes Inn Her nicole d Oresme Pierre de Fermat René Descartes Isaac Newton Allerede denfranske presten nicole d Oresme (1323 1382) hadde arbeidet med en grafisk http://home.hib.no/AL/matematikk/funksjon1.htm

Kepler s annen lov: sektorene A og B har samme areal Galileo Galilei Bonaventura Cavalieri Nicole d'Oresme Pierre de Fermat René Descartes Isaac Newton Gottfried Wilhelm Leibniz Leonhard Euler Jean Le Rond d'Alembert Joseph Louis Lagrange Carl Friedrich Gauss Augustin-Louis Cauchy Joseph Fourier Formelen som Fourier utviklet, der f(x) kan være en stykkevis kontinuerlig funksjon Bernard Bolzano Georg Bernhard Riemann Henri Lebesque Henri Poincare David Hilbert Stefan Banach Laurent Schwartz Himmellegemers bevegelse og volumberegning. På grunnlag av de to astronomene, den polske Nicolaus Copernicus (1473-1543) og den danske Tyge Brahe , kom den tyske astronomen Johannes Kepler (1571-1630) frem til de tre lovene som brer hans navn og som han samlet publiserte i Epitoma astronomica Copernicae 1619. Den første loven sier at planetbanene er elliptiske - og er for så vidt en rent geometrisk betraktning på linje med astronomi inntil da. Den tredje loven gir en sammenheng mellom en planets avstand til solen og dens omløpstid.

84. Französische Philosophie | Wissen.de Oresme). Anhänger des Kartesianismus waren ua die Logiker A. Arnauld, P. nicole sowie http://www.wissen.de/xt/show/act/MENUNAME/InfoContainer/OCCURRENCEID/SL001173328

document.write(''); Artikel-Inhalt Bilder zum Artikel hier klicken... Verwandte Artikel Sartre, Jean-Paul Montesquieu, Charles de Secondat; Baron de Camus, Albert ... MATRIX Das Thema vernetzt Patristik Anselm von Canterbury Universalienstreit Wilhelm von Champeaux die streng nominalistische und P. Bernhard von Clairvaux Mystik . Die Schule von St. Victor verband Mystik mit naturphilosophischer Systematik ( Hugo von St. Victor Alexander von Hales und Bonaventura Albertus Magnus und des Neapolitaners Thomas von Aquin Siger von Brabant Ockham bildete sich in Paris eine antischolastische, die neuzeitliche Naturwissenschaft vorwegnehmende Bewegung (J. Buridan , N. d' Oresme Faber Stapulensis Nikolaus von Kues und des Erasmus von Rotterdam . J. Bodin Montaigne Gassendi entwickelte in Erneuerung des Atomismus Demokrits ein System der Korpuskularphysik. Descartes . Die von ihm durch die Zweifelsmethode gewonnene Erkenntnis der Unbezweifelbarkeit des menschlichen Selbstbewusstseins ( cogito, ergo sum Arnauld , P. Nicole Bossuet und F. ; seine bedeutendsten Gegner waren B. Pascal , der der Logik der Vernunft eine Logik des Herzens entgegenstellte, und P.

85. ICOM Conference 2002: Marta C. Lourenço The same happened in Paris, with nicole d Oresme, in 1350, and earlier with bothJohn Buridan, a professor of the Faculty of Arts, and Albert de Saxe (Leff http://www.lib.mq.edu.au/mcm/umac/2002/lourenco.html

The 2002 Conference The UMAC 2002 Conference was held in Sydney and Canberra in Australia from Sunday 29 September - Friday 4 October 2002. The title and theme of the conference was: Exposing and Exploiting the Distinct Character of University Museums and Collections. A Contribution to the History of University Museums and Collections in Europe Introduction Contrary to what is commonly thought, the current meaning and origin of the word museum - and, therefore, of the International Council of Museum's definition - does not come from the Greek museion or the Roman museum or but from the 18th century museum . Both Greek and Roman terms meant a place suitable for learned discussion and study (Whitehead 1970, Lewis 1984, Hunter 2001, Taub 2001). Fr example, the Museion of Alexandria, founded c. 290 BC, included a library, a botanical garden, a menagerie, and a collection of paintings and sculpture casts to be copied by young artists (Whitehead 1970, Lewis 1984, Boylan 1999). The Museion was a small integrated academia in itself, where learning through direct observation and perhaps some forms of experiments took place. Clearly, the Museion has little to do with what we call a museum today (Lewis 1984). However, it has a lot to do with what university museums stand for.

86. Sergescu: Les Mathématiques à Paris Au Moyen-Âge L appari tion de nicole Oresme représente un apogée de la Science Il généralise certains résultats d Oresme (qu il ne connaissait pas, d ail leurs). http://www.numdam.org/numdam-bin/item?id=BSMF_1939__67__S27_0

87. ... én Mégis Egy Könyvet írtam Az idézetek valójában sokkal korábbiak az egyik nicole d Oresme püspöktôlszármazik 1350 táján, tehát 300 évvel koráóbi A másik Cusanustól való, http://www.kfki.hu/chemonet/hun/olvaso/histchem/simonyi/galilei.html

(GALILEI, KEPLER) Dialogo A Dialogo Dialogo 1610-ben megjelenik a A kopernikuszi rendszer igazságát (Kepler szerint) mint magától értetôdô tényt kell elfogadni, nem kell sok száz oldalon nagy ravaszsággal igazolni. Érdekességként még megemlítjük, hogy egy olyan ifjú titán, mint amilyen ebben az idôben Descartes volt, járt Itáliában, de semmi jele, hogy igyekezett volna Galileit felkeresni, hogy lerója nála tiszteletét; sôt azt írja Galilei könyvérôl: "Beleolvastam, úgy látom, jól filozofál, de azt is látom, hogy nem követi mindig a legrövidebb utat, és megállapításaihoz nem kell valami nagy geométernek lenni." Nem is olvasta végig Descartes a könyvet, mert unta. a b a b b mozog, viszont ha a b a b mozog. Itt a Föld mozgása melletti érvek hangzanak el, és a vájt fülûek azt is észreveszik, hogy az érvelés a késôbbi Galilei-féle relativitás elvét használja, tehát az idôpont 1600 körüli év, a szerzô minden bizonnyal maga Galilei. Az idézetek valójában sokkal korábbiak: az egyik Nicole d'Oresme püspöktôl származik 1350 táján, tehát 300 évvel koráóbi... A másik Cusanustól való, a "bíboros és eretnek"-tôl, ahogy Vas István egyik versében nevezi, úgy 200 évvel Galilei elôtt vélekedett így.

88. Analyticka Geometrie Za predchudce bývá považován nicole d Oresme (1323 1382), který vyjádril vpojednání z rok De latitudinibus formarum geometricky rychlost v závislosti na http://www.math.muni.cz/~mlc/vyuka/M3521/uvod.html

Co je to analytická geometrie Geometrii je mo¾no budovat dvìmi metodami: syntetickou a analytickou. Pøi syntetické metodì se pracuje pøímo s geometrickými objekty a mluví se o tzv. syntetické geometrii. Tímto zpùsobem pìstovali geometrii ji¾ Øekové ve starovìku, prvním pokusem o dùsledné axiomatické vybudování syntetické geometrie jsou Eukleidovy základy. Pøi analytické metodì jsou nejdøíve geometrické objekty charakterizovány èíselnými údaji a na základì práce s tìmito èíselnými údaji jsou pak vyvozovány geometrické vlastnosti daných objektù. Aèkoliv první pøedzvìst analytické metody lze najít také ji¾ ve starovìkém Øecku, v¹eobecnì kladou historikové matematiky zrod vlastní analytické geometrie teprve do 17. století. Tento zrod byl podmínìn dvìma dùle¾itými aspekty: zavedením jednoduché matematické symboliky a rozvojem algebry. Zjednodu¹enì by se dalo øíci, ¾e analytická geometrie je aplikací algebry na geometrii. Tuto aplikaci provedl v 1. pol. 17. stol. René Descartes a polo¾il tím základ k systematickém budování této disciplíny. Pøièem¾ na poèátku se úvahy analytické geometrie odehrávaly výhradnì na pùdì lineární algebry. 17. století je poèátkem dal¹í matematické disciplíny. V této dobì Newton a Leibnitz nezávisle na sobì objevili pojmy integrál a derivace. Vznikl tak diferenciální a integrální poèet, postupnì diferenciální a integrální rovnice, funkcionální analýza atd. tj. rozsáhlá matematická disciplína, kterou dnes nazýváme matematická analýza.

89. Oresme Portrait Portrait of Nicholas Oresme, Nicholas Oresme,. JOC/EFR September 2003.The URL of this page is, © Copyright information http://www-groups.dcs.st-and.ac.uk/~history/PictDisplay/Oresme.html

Nicholas Oresme, JOC/EFR September 2003 The URL of this page is: http://www-history.mcs.st-andrews.ac.uk/PictDisplay/Oresme.html

90. Bibliographie Moyen-Age d Oresme, http://phare.univ-paris1.fr/textes/Oresme/oresmebib.html

PHARE de Nicole Oresme : primaires et secondaires juin 1998 Tractatus de origine et natura, jure et mutationibus monetarum Fau Jacqueline et Viel Jeanne-Marie, Nicolas Oresme [1355], Traité Monétaire - Treatise on Money Johnson Charles, The " De Moneta " of Nicholas Oresme and English Mint Documents , London, Nelson, 1956. [Texte latin et traduction anglaise] Schefold Bertram, Nicolaus Oresmius: Wolowski Louis, de Nicole Oresme et Wolowski Louis, de Nicole Oresme et Le Livre de Ethiques d'Aristote Menut Albert D., Maître Nicole Oresme : Le Livre de Ethique d'Aristote , with a Critical Introduction and Notes, New-York, Stechert, 1940. Le Livre de Politiques d'Aristote Menut Albert D., Maître Nicole Oresme : Le Livre des Politiques d'Aristote , with a Critical Introduction and Notes, Transactions of the American Philosophical Society Le Livre de Yconomiques d'Aristote Menut Albert D., Maître Nicole Oresme : Le Livre de Yconomiques d'Aristote , with a Critical Introduction and Notes, Transactions of the American Philosophical Society Actes du Colloque Oresme , Paris/Beltrame, Belles Lettres/Uno piu Uno, 1987.

91. Nicolas Oresme Biography .ms set forth a law for the motion of falling bodies and thus anticipated Galileo.He developed fractional exponents . frNicolas d Oresme slNicole Oresme http://nicolas-oresme.biography.ms/

Nicolas Oresme Related Links Nicolas Cage quotes Nicolas Biddle quotes Sébastien-Roch Nicolas De Chamfort quotes Nicolas Udall quotes ... Nicolas Gomez Davila quotes Nicolas Oresme (c. July 11 ) was French medieval philosopher whose ideas presaged the Renaissance period. Oresme was born in Allemagne (the former name of the current commune of Fleury-sur-Orne in Calvados Normandy France ). He lived during the Hundred Years War , and Normandy was often occupied by England . Of modest birth, his desire to learn pushed him to enter the orders. He was noticed by the entourage of the king of France, and he began his theology studies in Paris in . He became the preceptor of Charles V who offered him the Lisieux diocese in . It was in this city that he died in His writings were partly in Latin and partly in French , and they cover two types of subject. In works such as De l'origine, nature et mutation des monnaies, he worked in economics. In works such as De coelo et muno, Treatise of the Heavens and of the World ), he shows himself a precursor of Nicolas Copernicus . He picked up John Buridan's idea of the movement of the earth and countered objections to the theory. He also demonstrated, in that work

92. L USAGE DU CINQUIÈME LIVRE DES ELÉMENTS DANS LA GEOMETRIAE Oresme parce qu elle est basée dans le livre Vd Euclide. http://www.ma1.upc.edu/recerca/reportsre/02/rep0202massa.html

93. Oriens-Occidens Un aspect de l ontologie d Oresme l équivocité de l étant et ses http://chspam.vjf.cnrs.fr/Oriens.htm

ORIENS-OCCIDENS Roshdi Rashed Pascal Crozet Cahiers Cahiers Roshdi RASHED Roshdi RASHED Le commentaire d'al-Kindi de la Mesure du cercle , p. 1-40 Bernard VITRAC, Mesure du cercle , p. 41-81 , p. 83-103 Contacts, p. 105-122 Henri HUGONNARD-ROCHE , p. 123-135 Pierre-Sylvain FILLIOZAT, , p. 137-152 Roshdi RASHED Pierre PELLEGRIN Approches de la Physique d'Aristote , p. 1-37 Hermina HAEFLIGER, Physique d'Aristote : le temps. Livre IV, 10-14, p. 39-76 Catherine DALIMIER, La saisie des principes physiques chez Aristote. Simplicius contre Alexandre d'Aphrodise , p. 77-94 Roshdi RASHED Al-Quhi contre Aristote : sur le mouvement , p. 95-117 Ahmad HASNAWI , p. 119-122 Jean-Louis GARDIES, , p. 125-140 Ioannis M. VANDOULAKIS, Was Euclid's Approach to Arithmetic axiomatic ? , p. 141-181 Roshdi RASHED Aristote : preuves et signes Pierre PELLEGRIN Introduction , p.3-4 Michel CRUBELLIER, , p. 5-24 Theodor EBERT, Un signe mal entendu - le signe du lait , p. 25-39 Abdelali ELAMRANI-JAMAL burhan al-dalil , p. 41-61 La Physique de Nicole Oresme Jean CELEYRETTE

94. Thèse : Logique Et Théorie De La Connaissance Selon Nicolas D’Autrécourt, Je Translate this page Le cas le plus intéressant est sans doute celui d’Oresme qui, à bien De fait, NicoleOresme semble souvent montrer une moindre confiance que Buridan dans http://193.52.215.193/Recherche/description_these.asp?num_these=46

95. Giordano Bruno «martire Della Scienza»? Oresme (1323-1382), fatto di grande aiuto per Copernico e per i suoiprimi seguaci. Un altro grande contributo dei medioevali alla scienza http://www.storialibera.it/epoca_moderna/giordano_bruno/giordano_bruno_martire_d

Cerca sul sito Home Indici Consigli Ricerca ... Cont@tti Temi Epoca Antica - Vangeli e storicità (sec. I) Pietro a Roma - Origini cristiane (sec. II-IV) Aspetti generali "dalla Terra alle Genti" Epoca "Medioevale" - Aspetti generali - Monachesimo - Inquisizione - Crociate e Islam Crociate Templari "Reconquista" Lepanto 1571 ... Vienna 1683 Epoca Moderna - Isabella di Castiglia - Scoperta dell'America - Riforma luterana - Giordano Bruno ... - "Illuminismo" Epoca Contemporanea - Rivoluzione francese Aspetti generali Vandea Rep. partenopea Insorgenze ... - I Guerra Mondiale - Totalitarismi ed ideologia Aspetti generali Messico 1926-1929 - Comunismo Aspetti generali Rivoluzione russa Urss-stalinismo Guerra di Spagna ... - Sessantotto - "Movimento Cattolico" Aspetti generali 18 Aprile 1948 Dossettismo Dossier "Tredici anni" Storiografia Il revisionismo storico Insegnare storia document.writeln(url); Stanley L. JAKI tratto da Cristianità , 28 (2000) maggio-giugno, n. 299, p. 13s. D. Padre Jaki, quest'anno ricorre il quarto centenario del rogo di Giordano Bruno, il filosofo e frate domenicano nato nel 1548 a Nola, nel Napoletano, e morto eretico impenitente a Roma, in Campo dei Fiori, il 17 febbraio 1600. Com'era prevedibile, i mass media hanno fatto un gran clamore, accusando la Chiesa di oscurantismo ed esaltando la figura del pensatore nolano, definito di volta in volta "martire della scienza", "apostolo della modernità", "precursore dell'illuminismo" e così via. Lei che, trent'anni fa, ha tradotto in inglese di questo autore

96. Cardano's Kosmos Fundamenteler was de kritiek van de 14deeeuwse Franse bisschop en wetenschapperNicole d Oresme, die stelde dat het astrologisch systeem zó gecompliceerd http://www.skepsis.nl/cardano.html

Auteur: Marcel Hulspas Bron: Skepter 14(2), juni 2001 Cardano's Kosmos Boekbespreking Renaissance betekent wedergeboorte, en voor Gerolamo Cardano betekende dat de wedergeboorte van de astrologie. Een laatste poging om deze oeroude kennis te redden van de ondergang. Er waren wel eerder horoscopen van Jezus Christus getrokken. Vaak wordt gedacht dat Cardano's horoscoop een unieke uitdaging aan de theologie was, maar handgeschreven exemplaren circuleerden ruim voordien van astroloog naar astroloog. Het was wél een gevaarlijke uitdaging want als het leven van Christus reeds bij zijn geboorte in de sterren besloten lag, hoe zat het dan met zijn komst, zijn wonderbaarlijke geboorte en zijn verrijzenis uit de doden: waren die onontkoombaar, waren dat dan geen door God gegeven ingrepen in de kosmische orde? Dat Cardano's horoscoop van Christus toch een enorme publiciteit kreeg (en hem nóg beroemder maakte) was om twee redenen. Ten eerste omdat hij haar niet rondstuurde maar daadwerkelijk publiceerde, en wel in het hart van zijn omvangrijke en veel geprezen commentaar op hét klassieke astrologische standaardwerk, de Tetrabiblos van Ptolemeus. Ten tweede omdat hij grotendeels voorbij ging aan de reeds circulerende horoscopen en daarmee onder collega's veel verontwaardiging oogstte. Zelf was hij zeer tevreden over het resultaat. Als geboortetijd nam hij simpelweg middernacht van 25 december van het jaar voorafgaand aan 1, en hij trof op dat moment niet minder dan tien astrologische voortekenen van komende grootheid aan, waaronder een komeet (een laat-antieke toevoeging aan het geboorteverhaal) en uiteraard de ster van Bethlehem, volgens Cardano geen komeet, maar een waar teken te midden van de sterrenbeelden.

97. Fiche Détaillée d Oresme. http://www.decitre.com/service/search/fiche_detail/-/ean-9782859398392/index.dht

98. Berühmte Mathematik: Länder > Frankreich Oresme (1323 bis 1382) FrancoisViete (1540 bis 1603) Marin Mersenne (1588 bis 1648) http://finanz.math.tugraz.at/~predota/old/history/laender/frankreich.html

Bitte schalten Sie JavaScript ein und laden Sie das Dokument neu ('reload')! Nicole d' Oresme (1323 bis 1382) Francois Viete (1540 bis 1603) Marin Mersenne (1588 bis 1648) Gerard Desargues (1593 bis 1662) Rene Descartes (1596 bis 1650) Pierre de Fermat (1608 bis 1665) Blaise Pascal (1623 bis 1662) Guillaume Francois Antoine de l'Hospital (1661 bis 1704) Jean Baptiste Le Rond D'Alembert (1717 bis 1783) Joseph Lagrange (1736 bis 1813) Gaspard Monge (1746 bis 1818) Jean-Baptiste-Joseph Delambre (1749 bis 1822) Pierre Laplace (1749 bis 1827) Adrien-Marie Legendre (1752 bis 1833) Joseph Fourier (1768 bis 1830) Jean-Victor Poncelet (1788 bis 1867) Augustin Louis Cauchy (1789 bis 1857) Joseph Liouville (1809 bis 1882) Evariste Galois (1811 bis 1832) Henri Poincare (1854 bis 1912) Emile Borel (1871 bis 1956) Ecole Polytechnique

99. Human Indexes Of My Books On Mathematics; Eo In Japanese Translate this page The summary for this Japanese page contains characters that cannot be correctly displayed in this language/character set. http://www.com.mie-u.ac.jp/~kanie/tosm/humanind/jinmeia4.htm

TOSMŽOd‚̃z[ƒ€ w‰ðÍ‹³’öx w”—‰ðÍ‚̃pƒCƒIƒjƒA‚½‚¿x w”Šw–¼ŠˆÄ“àx ... w“V‘‚̏ؖ¾x @l–¼õˆø@‚¦‚¨ l–¼õˆø‘–ÚŽŸ ƒGƒ”ƒ@ƒ“ƒX ƒGƒEƒNƒŒƒCƒfƒX ƒGƒ‰ƒgƒXƒeƒlƒX ... ƒgƒbƒv ƒGƒ”ƒ@ƒ“ƒX (Trevor Evans) ƒAƒƒŠƒJCƒAƒgƒ‰ƒ“ƒ^CƒGƒ‚ƒŠ[‘åŠw”ŠwEŒvŽZ‹@Šw‰È‹³ŽöD‘g‡‚¹˜_D@@ ƒgƒbƒv ƒGƒEƒNƒŒƒCƒfƒX AƒAƒŒƒLƒTƒ“ƒhƒŠƒA‚Ì ===>@ ƒ†[ƒNƒŠƒbƒh AƒNƒjƒhƒX‚Ì (Eudoxus of CnidusA‹IŒ³‘O 408 -355 .) @¬ƒAƒWƒAAƒNƒjƒhƒXiŒ»Ýƒgƒ‹ƒR—́j‚ɐ¶‚Ü‚êC“¯’n‚ÉŽ€‚·D @ƒAƒ‹ƒLƒ ƒ^ƒX‚ɐ”Šw‚ðŠw‚сC ƒvƒ‰ƒgƒ“ ‚̃AƒJƒfƒ~ƒA‚Å—Y•Ùp‚Æ“NŠw‚ðŠw‚ԁD”ŠwŽÒC“V•¶ŠwŽÒCˆãŽÒC’n—ŠwŽÒC—Y•Ù‰ÆDƒGƒWƒvƒg‚É1”N‚Ì—·‚ð‚µ‚½ŒãCƒNƒjƒhƒX‚ŃAƒJƒfƒ~ƒA‚Æ‹£‚¤ŠwZ‚ðì‚éD ƒ†[ƒNƒŠƒbƒh wŒ´˜_x‚Ì5,6,12‚͔ނ̐à‚𐮗‚µ‚½‚à‚Ì‚ÆŒ¾‚¤jDŽæ‚ès‚­‚µ–@‚ðŠ®¬‚µC‚»‚ê‚ð—p‚¢‚ÄŠp‚Ì‘ÌÏ‚ðŒˆ’èD @ ƒgƒbƒv ƒGƒ‰ƒgƒXƒeƒlƒX CƒLƒ ƒŒƒl‚Ì (Eratosthenes of Cyrene, ‹IŒ³‘O276-‹IŒ³‘O196 .) @–kƒAƒtƒŠƒJCƒLƒ ƒŒƒliŒ»ÝƒŠƒrƒACƒVƒƒƒnƒbƒgj‚ɐ¶‚Ü‚êCƒGƒWƒvƒgCƒAƒŒƒLƒTƒ“ƒhƒŠƒA‚ÉŽ€‚·D•ƒ‚̓AƒOƒ‰ƒIƒXD @ƒLƒ ƒŒƒlCƒAƒeƒl‚ÅŠw‚ԁD ƒAƒ‹ƒLƒƒfƒX Platonicus i ƒvƒ‰ƒgƒ“ “NŠw‚ÌŠî‘b‚É‚ ‚鐔Šw‚ð˜_‚¶‚½‚à‚́j‚Ɓw’n—Šwx Geographike D”N‘ãŠwC“V•¶ŠwC•¶Œ£ŠwC“NŠwC‰¹ŠyC”ŠwC”—’n—ŠwD ƒgƒbƒv ƒGƒŠƒS[ƒ“ AƒsƒG[ƒ‹ (Pierre Herigone, 1580-1643).

100. MISCELLANEA - Mancini Famosi Oresme, matematica. Pablo Picasso. Pieter Paul Rubens. Principe Carlod Inghilterra. Principe William d Inghilterra. Raffaello. Ramses II http://web.tiscali.it/thelefthand/Miscellanea.htm

scegli un'altra lista o torna alla home page Miscellanea Alan Funt , produttore televisivo Albert Einstein , fisico (probabilmente un mancino corretto) Alessandro Magno Aristotele August Piccard , inventore della stratosfera, batosfera Benjamin Franklin Benjamin Netanyahu , premier israeliano Bill Gates , proprio quello della Microsoft corp.! Bill Mauldin , cartonista Billy the Kid , (William Bonney) fuorilegge Boston Strangler , (Albert Henry DeSalvo) serial killer Caio Giulio Cesare Caroline Kennedy Cathy Guisevite , cartonista Cecil Beaton , photographer/costume designer Carlomagno , imperatore del sacro romano impero David Rockefeller , banchiere

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