81. Waukegan Public Library /All Locations 1508 1 Abraham Abram Kenneth See Abraham Ken 1 Abraham Bar Hayya Savasorda Ca1065 Ca 1136 See abraham bar hiyya Savasorda Ca 1065 Ca 1136 1 Abraham http://catalog.waukeganpl.org:90/kids/0,10,156/search/a?Abraham ben Simeon, of W

82. Zohar abraham bar hiyya writes “every letter and every word in every section ofthe Torah have a deep root in wisdom and contain a mystery from among the http://members.optushome.com.au/hoopermusic/repertoire/zohar.html

Zohar: Sephardic Concerto for Mandolin and Small Orchestra Larry Sitsky was born in Tianjin (Tientsin), China, to Russian Jewish parents. He began learning the piano and composition at an early age. Sitsky immigrated to Australia in 1951, by which time the mystical influences of Jewish, Russian and East Asian cultures had made a strong impression on his style. For Sitsky, the whole process of composition is a mystical one. In an article by Sitsky on his approach to composition he writes: For Sitsky, compositional process is inextricably linked to his mystical world-view. Nearly all his compositions are inspired by some type of mystical belief. In the preface to her interview with Sitsky, Patricia Shaw reflects upon his Romantic influences: This is not to say that Sitsky is anti-intellectual. Rather, his emphasises the value of intellectualism accompanied by passion and emotion. The mystical beliefs expressed in the kabbalistic text, the Zohar, are characterized by passionate and emotional intellectualism. Tishby continues with specific reference to the passages in Hebrew: With reference to the Aramaic Tishby writes: [When considering the Aramaic text] the indications of a later date are not so obvious, but linguistic analysis and a comparison of language of the Zohar with known Aramaic sources show that this Aramaic is an artificial language drawn from specific literary source material, and it contains a mixture of dialectical linguistic expressions that never existed side by side in the living language. It [The Zohar] contains words and idioms that originated in medieval [sic] Hebrew and they can be seen through the Aramaic veneer. The poverty of the vocabulary [attested to by Gershom G. Scholem], which contains no more than a few thousand words, and the many errors in word formation and syntax, also show that we are dealing with a late artificial language.

83. VEDA abraham bar hiyya HaNasi, vetšinou uvádený pod latinským jménem Savasorda,napsal v roce 1145 knihu Liber embadorum , která byla první prací v http://pes.eunet.cz/veda/clanky/1659_0_0_0.html

NEVIDITELNÝ PES EUROPE'S ZVÍØETNÍK BYDLENÍ ... SWNET Sobota 27.5.2000 Svátek má Waldemar Vše rozbalit Celé sbalit Archiv vydání Nadpis Autor Text èlánku Zpráva pro tisk 6. valné shromáždìní Uèené spoleènosti Ve dnech 15. a 16. kvìtna 2000 se v Praze uskuteènilo 6. valné shromáždìní Uèené spoleènosti ÈR za úèasti 42 øádných a 3 èestných èlenù. VÌDA KONTRA IRACIONALITA /cyklus pøednášek Sisyfa/ se naposledy na jaøe koná ve ctvrtek 18. kvetna 2000 v 17 hodin v budove Akademie ved CR, Narodni 3, Praha 1, sal 206 - Pred zahajenim obvyklych prednasek se uskutecni tolik ocekavane slavnostni predavani BLUDNYCH BALVANU Sisyfa za rok 1999 - presne v 17 h. CZ BIOM - Èeské sdružení pro biomasu Vás srdeènì zve na semináø Biomasa pro obecní kotelny o možnostech ekonomického a ekologického vytápìní v obci Svatoslav okres Tøebíè, který se koná dne 18.5.2000 v obci Svatoslav, v zasedací síni Obecního úøadu, v centru obce Pøedstavy mladých lidí o manželství a rodièovství. Tisková konference k výsledkùm exkluzivního výzkumu Besedy projektu Záøe Konají se každou lichou støedu (tj. jednou za 14 dní) od 16.30 hod v salonku restaurace Airclubu (ulice K letišti 934, Praha 6). Besedy jsou vždy vedeny na nìjaké téma se vztahem k ufologii. Na zaèátku každé besedy provádí krátké shrnutí problematiky nìkdo z èlenù projektu Záøe, poté následuje volná beseda k tématu. Úèast na tìchto akcích je volná.

84. The History Of The Quadratic Equation abraham bar hiyya HaNasi (1070 AD - 1136 AD) was also an Arabicmathematician who studied the quadratic equation. He was known http://www.sienahts.edu/~kostrand/mathstuff/quad.htm

The History of the Quadratic Equation Written by: Kelly S. Ostrander The quadratic equation, sometimes called a second-degree polynomial equation, is defined as an equation of the second degree having the general form, where a b , and c are arbitrary constants and a cannot equal 0. “The word quadratic in today’s mathematics refers to expressions, equations, and functions that involve sums of constants and first and second powers of variables and no higher powers” (University of Chicago 346). This equation has two roots which can be found by using the quadratic formula, The discriminant of the quadratic equation is the part of the equation under the square root sign, The roots of a quadratic equation, with real coefficients, are real and distinct if the discriminant is positive. When the discriminant is zero, the roots of the quadratic are real and equal. The roots will include a conjugate pair of complex roots if the discriminant is negative. Historically, it is perhaps more appropriate to consider rectangular examples instead of quadratic equations because it was problems involving rectangles that gave rise to the quadratic equation. During ancient times, it was a common mistake to believe that the area of a plane figure depended entirely on its perimeter.

85. MetaCrawler Results | Search Query = Neue Seite 1 Neue Seite 1 Abbe, Ernst (1840 - 1909). Abel, Niels Henrik (5.8.1802 - 6.4.1829).abraham bar hiyya (1070 - 1130). Abraham, Max (1875 - 1922). Abu http://search.metacrawler.com/texis/search?q=Neue Seite 1&brand=metacrawler

86. ThinkQuest Library Of Entries abraham bar hiyya gave geometric proofs of algebraic methods. He also proved therelationship A = Cd / 4 (refer the first article), using infinitesimals. http://library.thinkquest.org/C0110248/geometry/history4.htm

Welcome to the ThinkQuest Internet Challenge of Entries The web site you have requested, , is one of over 4000 student created entries in our Library. Before using our Library, please be sure that you have read and agreed to our To learn more about ThinkQuest. You can browse other ThinkQuest Library Entries To proceed to click here Back to the Previous Page The Site you have Requested ... click here to view this site A ThinkQuest Internet Challenge 2001 Entry Click image for the Site Awards Received Achievement Award Site Desciption Want to learn more about the world of mathematics? Then go forth, and enter the wildest math adventure you've ever been! Learn new math concepts and refresh your knowledge for those you've already known. Understand how the formulae you use were derived from. Or, you can take a step back into the past and read about how mathematics and its concepts originated. Go forth and multiply! Students Teow Lim Raffles Junior College Singapore Vee San Raffles Girls' School (Secondary) Singapore Coaches Poh Kheng Pioneer Junior College Singapore Jee Wah Raffles Girls' School (Sec) Singapore

87. Www.ku.edu/ftp/pub/history/Europe/Medieval/bibliographies/imms-3.i-n.txt Lull) Mill s Vallicrosa, Jos Ma., ed., La obra enciclopdica Yesode HaTebuna u-MigdalHa-Emuna de R. abraham bar hiyya ha-Bargeloni, Madrid, 1952. (+ref. http://www.ku.edu/ftp/pub/history/Europe/Medieval/bibliographies/imms-3.i-n.txt

88. De Geschiedenis Van 1914 abraham bar hiyya Hanasi (c. 10651136) speculeerde dat de 2.300-, de 1.290- ende 1.335-jaar perioden allemaal op verschillende datums in de vijftiende eeuw http://members.lycos.nl/ludwig7/gentime.htm

De informatie op deze page is genomen uit het boek 'Gentile Times Reconsidered' van Carl Olof Jonsson. Dit boek kunt u bestellen door hier te klikken . Verwijzingen naar illustraties, tabellen en dergelijke verwijzen naar de Engelse versie. Er is geen Nederlandse vertaling beschikbaar. De geschiedenis van de interpretatie rond 1914 Alle ideeën hebben een begin. Mensen die in een idee geloven zijn vaak echter volledig onbekend met de achtergrond, oorsprong en ontwikkeling ervan. Onwetendheid van die geschiedenis kan de overtuiging dat de gedachte waar is versterken, zelfs als is die dat niet. Net als in andere gevallen, kan onwetendheid een vruchtbare bodem voor fanatisme verschaffen. Hoewel kennis van de historische ontwikkeling van een idee niet noodzakelijkerwijs hoeft aan te tonen dat het idee onwaar is, verbetert dergelijke kennis ons vermogen de betrouwbaarheid ervan te beoordelen. Een duidelijk voorbeeld van een idee – in dit geval een interpretatie – waarvan het begrip wordt vertroebeld is een concept waar velen aan vasthouden met betrekking tot de "Tijden der Heidenen" waarnaar door Christus werd verwezen in Lukas 21:24: Zij zullen vallen door de scherpte des zwaards en als gevangenen weggevoerd worden onder alle heidenen, en Jeruzalem zal door heidenen vertrapt worden, totdat de tijden der heidenen zullen vervuld zijn.

89. Almanac.1521-4-2000 Translate this page Intorno al 1100, il matematico ebreo di barcellona, abraham bar-hiyya ha-Nasi, notoanche come Savasorda, inizia a tradurre alcuni trattati scientifici arabi http://web.infinito.it/utenti/e/enigmagalgano/almanacco_XII_secolo/1100-2000/alm

San Galgano Almanacco del XII secolo 15 - 21 aprile 2000 15 - 21 aprile 1100 Il nostro calendario del Duemila, con le vicende di 900 anni fa. Una macchina del tempo dal 12 al 21 secolo. Sabato Intorno al 1100, Adelardo di Bath compone la su aprima opera intitolata De eodem er diverso Sonetti di Folgore da San Giminiano Domenica Nicola Abbagnano - Storia della filosofia (la filosofia medievale) - TEA Sonetti dei "Mesi" XVIII D'aprile D'april vi dono la gentil campagna tutta fiorita di bell'erba fresca; fontane d'acqua, che non vi rincresca, donne e donzelle per vostra compagna ambianti palafren, destrier di Spagna, e gente costumata alla francesca cantar, danzar alla provenzalesca con istormenti nuovi d'Alemagna. E d'intorno vi sian molti giardini, e giacchito vi sia ogni persona; ciascun con reverenza adori e 'nchini a quel gentil, c'ho dato la corona c'ha 'l Presto Gianni o 'l re di Babilona. Robert Delort - La vita quotidiana nel Medioevo - Laterza Roberto Donati - Castelli del Trentino e Alto Adige - Publigraf Intorno al 1100, il matematico ebreo di Barcellona, Abraham bar-Hiyya ha-Nasi, noto anche come Savasorda, inizia a tradurre alcuni trattati scientifici arabi in ebraico.

90. 5. Aragon. 2001. The Encyclopedia Of World History the vernacular. abraham barhiyya (d. 1136) (Sarasorda) was one ofthe earliest to introduce Muslim mathematics to the West. Moses http://www.bartleby.com/67/479.html

Select Search All Bartleby.com All Reference Columbia Encyclopedia World History Encyclopedia World Factbook Columbia Gazetteer American Heritage Coll. Dictionary Roget's Thesauri Roget's II: Thesaurus Roget's Int'l Thesaurus Quotations Bartlett's Quotations Columbia Quotations Simpson's Quotations English Usage Modern Usage American English Fowler's King's English Strunk's Style Mencken's Language Cambridge History The King James Bible Oxford Shakespeare Gray's Anatomy Farmer's Cookbook Post's Etiquette Bulfinch's Mythology Frazer's Golden Bough All Verse Anthologies Dickinson, E. Eliot, T.S. Frost, R. Hopkins, G.M. Keats, J. Lawrence, D.H. Masters, E.L. Sandburg, C. Sassoon, S. Whitman, W. Wordsworth, W. Yeats, W.B. All Nonfiction Harvard Classics American Essays Einstein's Relativity Grant, U.S. Roosevelt, T. Wells's History Presidential Inaugurals All Fiction Shelf of Fiction Ghost Stories Short Stories Shaw, G.B. Stein, G. Stevenson, R.L. Wells, H.G. Reference The Encyclopedia of World History g. The Iberian Peninsula 5. Aragon ... BIBLIOGRAPHIC RECORD The Encyclopedia of World History. 5. Aragon

91. Talmud Page 204-208 in the year 4859, on the 16th of Av, or 30th of August, the Christians recapturedJerusalem, during the days of R. abraham bar hiyya of Spain.} When Ali ibn http://www.israelshamir.net/talmud/204-208.shtml

Home Arabic Articles English Articles French Articles ... Feedback Form Picture Gallery Search Donations Site Map Links ... Contact Talmud Translated Page 204 - 208 p. 204 PART THREE THE ORDER OF SABORAIM AND GAONIM In Mitzvoth, 93, our master R. Moses of Coucy wrote that the Saboraim are the Gaonim who lived after the writing of the Talmud. R. Ashi commenced writing [the Talmud]. We therefore find that from the writing of the Mishna until the completion of the Talmud 311 (= ISH - man) years have passed. The Mishna was compiled in AM 3949 and the Talmud was sealed in AM 4260, 432 years after the Destruction. God, may He be blessed and glorified, shall build it for the sake of His name. Amen, may that be His will. It is currently 1000 years since the Talmud was sealed, as it took place 73 years after the death of R. Ashi. However, Yesod Olam claims that the Babylonian Talmud was concluded in the year 4265. There is therefore, a 5-year difference between them. The second generation of the Saboraim and afterwards was that of R. Aha b. Huna who was the head of the academy for one year. He died in 4275. After him, R. Samuel b. Abba was the head of the academy for 3 years and died in the year 4278. Following him Ravina b. Umza was the head of the academy for one year and he died in the year 4279. After him, R. Tachlifa was head of the academy for 7 years and he died in the year 4286. After him were R. Simona and R. Eina. R. Eina was in Sura and R. Simona in Pumbeditha. R. Simona lived until AM 4300. All these [Rabbis] were of one generation.

92. History Of Astronomy: What's New At This Site On March 25, 1999 Abney, Sir William de Wiveleslie (18431920) Short biography and references. abrahambar hiyya Ha-Nasi abraham Ben Chaja Chija; abraham Judaeus (c. 1070-1136 http://www.astro.uni-bonn.de/~pbrosche/new/new990325.html

History of Astronomy What's new History of Astronomy: What's new at this site on March 25, 1999 Some URLs have been updated. Welcome / About Citation Index updated Acknowledgements updated History of astronomy General Astronomie- und Raumfahrtgeschichte Persons ... A Aaronson, Marc (1950-1987) Short biography and references Abbe, Ernst Short biography and references Abbon [Abbo, Albo, Albon (de Fleury, Floriacensis)], St. (c. 945-1004) Short biography and references Abbot, Charles Greeley (1872-1973) Short biography and references Abbott, Francis (1799-1883) Short biography and reference Abell, George Ogden (1927-1983) Very short data and reference Abetti, Giorgio (1882-1982) Short biography and references Abney, Sir William de Wiveleslie (1843-1920) Short biography and references Abraham bar Hiyya Ha-Nasi [Abraham Ben Chaja [Chija]; Abraham Judaeus] (c. 1070-1136(?)) Short biography and references Abraham Ben Dior [Ben David, Harischon; Josophat Ben Levi] (12th c.) Very short biography and references Abraham Zachut (15th c.)

93. Prof. Sara Klein-Braslavy 6. 'The Creation of Man and the Story of the Garden of Eden in the Thought of AbrahamBar hiyya', Professor Israel Efros Poet and Philosopher, I. Orpaz, N http://www.tau.ac.il/humanities/jewishphilosophy/segel/sklein-eng.html

Prof. Sara Klein-Braslavy Hebrew Version e-mail: sarakb@post.tau.ac.il Education: B.A. - The Hebrew University of Jerusalem (Philosophy and Hebrew Literature). M.A. - Tel-Aviv University (Philosophy). Ph.D. (Doctorat de 3e cycle) - Ecole Pratique des Hautes Etudes, Sorbonne, Paris (Jewish Medieval Philosophy). Academic Interests: History of Medieval philosophy; Philosophical interpretations of the Bible in the Middle Ages; Maimonide' thought; Gersonides' thought; Gersonides' methods of inquiry; Philosophical commentaries on Averroes. Current Research: Introductions to philosophical works and to philosophical exegesis of the Bible; Gersonides' supercommentaries on Averroes' commentaries on Aristotle; The diaporetic method in Gersonides' works (especially in the Wars of the Lord Courses Taught: Introduction to Jewish Medieval Philosophy; Readings in Sa'adia's Beliefs and Opinions ; Readings in Judah ha-Levi's Book of Kuzari Maimonides: Readings in Maimonides' The Guide of the Perplexed (Introduction, Theory of Attibutes); Maimonides' Theory of Providence and his Interpretation of the book of Job; Maimonides' Interpretation of the Story of Creation; Maimonides' interpretation of the Adam Stories in Genesis; Maimonides on the Creation of the World. Gersonides: Gersonides' Theory of the Intellect; Gersonides' Theory of Knowledge and the Immortality of the Intellect; Foreknowledge and Prophecy in Gersonides' Thought; Gersonides and his Predecessors on God's Knowledge of the Particulars; Gersonides' Theory of Providence and his Interpretation of the Book of Job; Gersonides on the Creation of the World; Gersonides' Theory of Miracles.

94. More Quotations On Geometry from the art of demonstration. Book on the Finding of Chords. Abrahambar hiyya (1070 to 1136). Who wishes correctly to learn the http://www.gap-system.org/~john/geometry/Lectures/Q2.html

Course MT3818 Topics in Geometry Previous page (Geometry quotes) Contents Next page (Contents) More quotations on Geometry Plato (427 BC to 437 BC) The ludicrous state of solid geometry made me pass over this branch. Republic , VII, 528. The knowledge of which geometry aims is the knowledge of the eternal. Republic , VII, 52. Archimedes of Syracuse (287 BC to 212 BC) Archimedes to Eratosthenes greeting. ... certain things first became clear to me by a mechanical method, although they had to be demonstrated by geometry afterwards because their investigation by the said method did not furnish an actual demonstration. But it is of course easier, when we have previously acquired by the method, some knowledge of the questions, to supply the proof than it is to find it without any previous knowledge. The Method Nichomachus of Gerasa (about 100 AD) ... arithmetic ... which is the mother of geometry ... Introduction to Arithmetic Proclus Diadochus (411 to 485) According to most accounts, geometry was first discovered among the Egyptians, taking its origin from the measurement of areas. For they found it necessary by reason of the flooding of the Nile, which wiped out everybody's proper boundaries. Nor is there anything surprising in that the discovery both of this and of the other sciences should have had its origin in a practical need, since everything which is in process of becoming progresses from the imperfect to the perfect. On Euclid The Pythagoreans considered all mathematical science to be divided into four parts: one half they marked off as concerned with quantity, the other half with magnitude; and each of these they posited as twofold. A quantity can be considered in regard to its character by itself or in relation to another quantity, magnitudes as either stationary or in motion. Arithmetic, then, studies quantity as such, music the relations between quantities, geometry magnitude at rest, spherics magnitude inherently moving.

95. Limmud - S39.html abraham Bound and Unbound The Akeda (3 of 4). The Talmudic Story of R. HiyyaBar Ashi, who withdrew from contact with his Wife (Kidushin 81b) (4 of 4). http://cgi.www.limmud.org/cgi-bin/mylimmud3.cgi/s39.html

ShowHebrewDate(Today); Limmud Conference One Day Limmuds ... Conference 2001 Sessions - Sunday Monday Tuesday Wednesday ... Back to the Schedule front page Sessions for Wednesday, 17:45 to 19:00 (Early Evening) Previous Timeslot Next Timeslot Jump to a session: Settlements as Suburbs or Colonies? - Transforming the Political Geography of the West Bank (4 of 4) Abraham Bound and Unbound: The Akeda (3 of 4) The Jewish Festivals: A Crash Course (2 of 2) Foucault's Pendulum: Living in Two Jewish Worlds (2 of 2) ... The 3 Methods of Jewish Divorce Resolution: Rigid Fundamentalism, Extorition and Violence. Settlements as Suburbs or Colonies? - Transforming the Political Geography of the West Bank (4 of 4) David Newman Location: R2 Tracks: Israel Social Issues Type: Lecture, Discussion The West Bank settlement process is one of the most contentious issues in contemporary Israel. For the Palestinians and left-wing Israelis, these settlements are political colonies. For the settlers and the right-wing, they are the guarantee to a strong Israel. But just how have the settlements been established and planned? Where are they located and what is their economic basis? And if there is a peace agreement, could they really be evacuated? Click here to go to the forum for this session - Include in MyLimmud ( Click here for help Abraham Bound and Unbound: The Akeda (3 of 4) Avivah Zornberg Location: E3 Tracks: Philosophy Torah Lishma Type: Textual A psychoanalytic exploration of the Akeda narrative. We will look at a set of midrashic sources that suggest a new interpretation of this classic narrative. Literary, philosophical, and Chassidic sources will also be mobilised in this reading.

96. LOS JUDÍOS  LOS JUDÍOS DEL OCCIDENTE MUSULMÁN ALÁNDALUS Y SEFARAD Ocho siglos de civilización en España y Portugal (711-1492) http://www.organizacionislam.org.ar/losjudios.htm

LOS JUDÍOS DEL OCCIDENTE MUSULMÁN AL-ÁNDALUS Y SEFARAD Ocho siglos de civilización en España y Portugal (711-1492) El Doctor en Filosofía y Filología Semítica de la Universidad de Zaragoza, especializado en el pensamiento musulmán andalusí, Joaquín Lomba Fuentes, dice en su reciente libro La raíz semítica de lo europeo (Ediciones Akal, Madrid, 1997): Ante todo, Europa pudo leer por primera vez la ciencia y filosofía griega no sólo tal como en su día fue sino reinterpretada, elaborada y perfeccionada por musulmanes y judíos. (...) Con ello y, como consecuencia, aparece emparejado el tema,de procedencia semita, árabe y judía, cual es el de las relaciones entre fe y filosofía, o razón, entre religión y fe, entre pensamiento humano y revelación. Para Averroes y Maimónides, la filosofía y la religión no se pueden contradecir a pesar de que son autónomas, porque apuntan y llevan a la misma Verdad» La Sefarad bíblica Pese a su poética resonancia oriental, la palabra hebrea «Sefarad» no se refiere a Asia: designa a la Península Ibérica, y «sefaradí» quiere decir judío oriundo de España o Portugal.

97. História Da Matemática  História Dos Problemas http://www.malhatlantica.pt/mathis/

História da Matemática história dos problemas CULTURAS Egípto Babilónia China Grécia ... Índia Árabes Europa Medieval Europa Renascentista BIOGRAFIAS Abraham bar Hiyya Abraham ben Erza Alcuino de York Aryabhata I ... Paolo Dagomari REGRAS E ALGORITMOS Regra da falsa posição PROBLEMAS Caminhando para St. Ives Carteiros Dividindo o vinho Maria e as maçãs ... Últimas actualizações Desde os tempos mais remotos os textos de matemática incluem problemas para os leitores resolverem. Os textos mais antigos como os Egípcios , os Babilónios e os Chineses eram compostos por uma lista de problemas cujas soluções eram depois fornecidas. Por exemplo, o mais antigo destes textos, de origem egípcia, conhecido por Papiro de Rhind contém uma colecção de 85 problemas. Os problemas eram escolhidos como uma forma de ensinar, ao leitor, a matemática, sendo muitas vezes colocados por grau de dificuldades; por outro lado estes problemas reflectem, muitas vezes, as necessidades das sociedades, os diferentes aspectos da vida quotidiana, etc. Livros com problemas matemáticos apareceram em todas as civilizações, ao longo da história até aos nossos dias. Espantosamente, o mesmo problema aparece em textos de civilizações diferentes e em diferentes períodos da história.

98. Encyclopædia Britannica Encyclopædia Britannica, http://www.britannica.com/eb/topic?eu=3417&type=13

99. Traditio Classicorum http://www.theol.uni-freiburg.de/forsch/lohr/lohr-ch1.htm

Traditio Classicorum Teil 1: A-L Charles Lohr Index A-L: A AL-ABHARI ABRAHAM IBN EZRA ABRAHAM SAVASORDA (ABRAHAM BAR HIYYA) ABULCASIM ... AZARCHEL B BABRIUS BACCHYLIDES BARLAAM ET JOSAPHAT BARNABAS ... BRYSON C CAESAR, C. JULIUS CALLIMACHUS CALPURNIUS CARMINA PRIAPEA ... CYRILLUS ALEXANDRINUS D DANTE ALIGHIERI DAPHNIS ET CHLOE DARES PHRYGIUS (De excidio Troiae historia) DE DICTIS PHILOSOPHORUM ANTIQUORUM ... DURANDUS E EGERIAE PEREGRINATIO EMPEDOCLES ENNIUS ENNODIUS ... EXPOSITIO TOTIUS MUNDI ET GENTIUM F FABIUS PICTOR FEBRONIAE PASSIO FELIX, Vita Sancti Guthlaci FESTUS AVIENUS ... FULGENTIUS G GALENUS GALFREDUS DE VINOSALVO GEBER (JABIR IBN AFLAH) GERMANICUS ... GUALTERUS MAP H HARPOCRATIANUS HEKATAEUS HELIODORUS HEPHAESTIO ALEXANDRINUS (De metris) ... HYPSICLES I IAMBLICHUS IBYCUS IGNATIUS ANTIOCHENUS IRENAEUS ... ISOCRATES J JACOBUS DE VORAGINE JOACHIM FLORENSIS JOHANNES CASSIANUS JOHANNES CHRYSOSTOMUS ... JUVENALIS, D. JUNIUS L LACTANTIUS LEGENDA AUREA LEONTINUS LEUCIPPUS ... Title Page - English Version AL-ABHARI Thomas Novariensis, Isagoge id est Breve introductorium arabum in scientiam logicae cum versione latina (Rome 1625). ABRAHAM IBN EZRA R. Levy, The Astrological Works of Abraham ibn Ezra (Baltimore 1927).

100. Bib. D'Humanitats. Nom De La Plana http://www.bib.uab.es/ciencies/autormillas.htm

Podeu consultar la seva bibliografia en el recull: Nota Vernet, Joan Humanitats- 1a planta 001(46)"09/14" Ver 1500044393 Humanitats- 1a planta 22=499 Bib 1500452546 V.1 Humanitats- 1a planta 22=499 Bib 1500452545 V.2 Humanitats- 1a planta 22=499 Bib 1500452586 V.8 Graf, Pablo Abadal i de Vinyals, Ramon d' Homenaje Humanitats- 1a planta 51(467.1)"04/14" Mil 1500248457 From Humanitats- 1a planta 51(=927) Fro 1500723795 V.2 Bar Hiyya, Abraham Llull, Ramon Abraham Bar Hiyya Ha-nasi Ibn Ezra, Abraham ben Meir Ochava Bar Hiyya, Abraham Ibn Asim Humanitats- 1a planta 521 Ibn 1500078825 De Humanitats- 1a planta 523.1"12" De 1500044380 Bar Hiyya, Abraham Ibn al-Raqqam, Muhammad ibn Ibrahim al-Awsi Humanitats- 1a planta 1500724191 Mas i Solench, Josep M. Humanitats- 2a planta 860.5.09"04/14" Mil 1500067334 Humanitats- 2a planta 892.4"10" Ibn 1500537383 Al-Zayyat, Ishaq ibn al-Hasan

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