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Gerson Levi Ben: more detail

Levi Ben Gerson's Prognostication for the Conjunction of 1345 (Transactions of the American Philosophical Society) by Bernard R. Goldstein, David Pingree, 1990-11

Astronomy of Levi Ben Gerson, 1288-1344 (Studies in the History of Mathematics & Physical Science, Vol 11) by Bernard R. Goldstein, 1985-07

The Astronomical Tables of Levi Ben Gerson (Connecticut Academy of Arts & Sciences Series, Vol 45) by Bernard R. Goldstein, 1974-06

The commentary of Levi ben Gerson (Gersonides) on the book of Job, by Levi ben Gershom, 5706

R. Levi Ben Gerson: A bibliographical essay by Menachem Marc Kellner, 1979

The Astronomy of Levi Ben Gerson ( 1288 - 1344 ) by Goldstein Bernard R, 1985

Astronomy of Levi Ben Gerson, 1288-1344

Preliminary remarks on Levi ben Gerson's contributions to astronomy, (Israel Academy of Sciences and Humanities. Proceedings) by Bernard R Goldstein, 1969

lists with details

Yale University Library
Naples. Zi +6737. Perush ha Torah. levi ben gerson. 14746. Mantua. Zi +6906. Perushha Torah. Zi +6741. Perush Iyob . levi ben gerson. 1477. Ferrara. Zi 5745.
http://www.library.yale.edu/judaica/incunab.html

Extractions: The Collection / 15th-century Incunabula / 16th-century Hebrew imprints Bibliographies Hebrew Periodicals Micorform Notable New Acquisitions / Texts on CD ROM Yiddish Periodicals Yizkor Books The Judaic Studies Reading Room ... Contact Us 15th-Century Incunabula Below is a list of incunabula in alphabetical order by title. The citation includes title, author, place of publication, year published, and Yale University Library call number. All these incunabula are housed in the Beinecke Rare Book and Manuscript Library. If you have any questions locating the materials, please speak to Nanette Stahl , the Curator of the Judaica Collection To Search This Web Page by Title, Author, or Place of Publication: From "Edit" on the Menu Bar, go to "Find" Type in your search word and hit enter.
Tekiah - My Beliefs About God
levi ben gerson, according to author Jeffrey Schein, had very clear ideasabout God and why bad things are allowed to happen to good people.
http://www.tekiah.com/bio/beliefs.html

Extractions: - Albert Einstein Contemplating one's belief in God can literally open up a can of worms. Committing to the existence or non-existence of a higher power forces you to take a stand about many other facets of being alive. In fact, contemplating God creates a snowball effect with regard to one's beliefs about our entire reason for being. I've come to feel God as an energy system that is located on a different plane of existence. We are all a part of that existence, but in that other realm, we are unable to experience anything but pure love. On the earth plane, God challenges us to choose love despite our exposure to numerous other feelings and experiences. God's interference with our everyday activities would only hinder this plan. In fact, if we all began to act more "Godly" here on earth, we may someday bring a more heavenly existence to the denser plane. Encountering a Jewish philosopher with views akin to mine has renewed my interest in Jewish knowledge and ideas. The fact that Ben Gerson invented the instrument that allows astronomers and astrologers (like me) to be able to measure the angular relationship between celestial bodies is just one in a strange line of synchronicities that has led my meandering spiritual quest back to Judaism. Home Classes Schedule Exercises ... About Dina April For more info, contact
Doron Zeilberger's 36th Opinion:
Written March 5, 1999. Rabbi levi ben gerson, in his prealgebra text (1321), SeferMa'asei Khosev, had about fifty theorems, complete with rigorous proofs.
http://www.math.temple.edu/~zeilberg/Opinion36.html

Extractions: Written: March 5, 1999 Rabbi Levi Ben Gerson, in his pre-algebra text (1321), Sefer Ma'asei Khosev, had about fifty theorems, complete with rigorous proofs. Nowadays, we no longer call them theorems, but rather (routine) algebraic identities. For example, proving (a+b)*c=a*c+b*c took him about half a page, while proving (a-b)*c+a*(b-c)=b*(a-c) took a page and a half, and proving a*(b*c*d)=d*(a*b*c) took him one page. The reason that it took him so long is that while he already had the algebraic concepts, he still was too hung-up on words, and while he used symbols, (denoted by dotted Hebrew letters), he did not quite utilize, systematically, the calculus of algebraic identities. The reason was that he was still in a pre-algebra frame of mind, and it was more than three hundred years later (even after Cardano), that probably Viete started the modern `high-school' algebra. So Levi Ben Gerson had an inkling of the algebraic revolution to come, but still did not go all the way, because we humans are creatures of habit, and he liked proving these deep theorems so much that it did not occur to him to streamline them, and hence kept repeating the same old arguments again and again in long-winded natural language.
Contents Of Current Volumes
ARTICLES. 15. BR Goldstein levi ben gerson's Preliminary Remarks for a Theory ofPlanetary Latitudes. 31. JL Mancha levi ben gerson's Star List for 1336. 59.
http://www.alephj.huji.ac.il/Contents.htm
Welcome To RealOlam.com ! - Jewish Community ISP, Exclusive News And Content
Little is known of his life except that he was on friendly t FULLSTORY . levi ben gerson Born 1288 in Bagnols, Gard, France
http://www.realolam.com/channels/default.asp?channel=45&linkid=302
Welcome To RealOlam.com ! - Jewish Community ISP, Exclusive News And Content
levi ben gerson JJO'Connor and EF Robertson, Biographies. Born 1288in Bagnols, Gard, France Died 1344 levi ben gerson wrote Book
http://www.realolam.com/channels/default.asp?channel=45&articleid=3743
Abteilung Für Mittelalterliche Geschichte, Uni Tübingen: Linksammlung Judentum
Pablo de Burgos oder Pablo de Cartagena, levi ben gerson, auch gersonides
http://www.uni-tuebingen.de/mittelalter/links/alllinks5c.htm

Extractions: Das Judentum und die Gilden: Wirtschaft und Konkurrenz im Mittelalter Durften Frauen im Mittelalter zur Thora gerufen werden? Meir von Rothenburg- Der Maharam Leben und Werk des Mosche ben Maimon (Maimonides) ... Was hat Weinbau mit dem Berufsrabbinertum zu tun? Raschi von Troyes und die Thora als Spaten sowie weitere Artikel
Der Jakobstab, Winklemessinstrument Der Alten Seefahrer
Translate this page auch rückwärts (Bild 4). Die erste bekannte sachkundige Beschreibung stammt vomjüdischen Gelehrten levi ben gerson aus Bagnolos in Katalonien (1288-1344).
http://home.t-online.de/home/miffland/jakobstb.htm
Gersonides - Wikipedia
Rabbi levi ben gerson (Gershon), better known as gersonides or the Ralbag (12881344),was a Jewish philosopher and commentator, was born at Bagnols in
http://www.wikipedia.org/wiki/Gersonides

Extractions: Main Page Recent changes Edit this page Older versions Special pages Set my user preferences My watchlist Recently updated pages Upload image files Image list Registered users Site statistics Random article Orphaned articles Orphaned images Popular articles Most wanted articles Short articles Long articles Newly created articles Interlanguage links All pages by title Blocked IP addresses Maintenance page External book sources Printable version Talk Log in Help From Wikipedia, the free encyclopedia. Rabbi Levi ben Gerson (Gershon), better known as Gersonides or the Ralbag (12881344), was a Jewish philosopher and commentator, was born at Bagnols in Languedoc, probably in 1288. As in the case of the other medieval Jewish philosophers little is known of his life. His family had been distinguished for piety and exegetical skill, but though he was known in the Jewish community by commentaries on certain books of the Bible , he never seems to have accepted any rabbinical post. Possibly the freedom of his opinions may have put obstacles in the way of his preferment. He is known to have been at Avignon and Orange during his life, and is believed to have died in 1344, though Zacuto asserts that he died at Perpignan in 1370. Part of his writings consist of commentaries on the portions of Aristotle then known, or rather of commentaries on the commentaries of Averroes. Some of these are printed in the early Latin editions of Aristotles works. His most important treatise, that by which he has a place in the history of philosophy, is entitled "Milhamot Adonai", The Wars of God, and occupied twelve years in composition (13171329). A portion of it, containing an elaborate survey of astronomy as known to the Arabs, was translated into Latin in 1342 at the request of Clement VI.
Induction In Islamic Mathematics And Medieval European
mathematics. The topics covered consisted of Dahshour Egypt, AlKaraji,levi ben gerson (1288-1344), and proposition forty-one.
http://public.csusm.edu/public/DJBarskyWebs/330CollageOct03.html

Extractions: This presentation given today by A.J. Lundgren, after Dr. Barsky's commentary on today in math history, began to generate an overall theme of induction in European mathematics. The topics covered consisted of Dahshour Egypt, Al-Karaji, Levi ben Gerson (1288-1344), and proposition forty-one. Today's discussion actually began with more on Islamic mathematics. In particular, al-Karaji and an inductive argument that deals with a certain arithmetic sequence. He proved the formula for the sum of the integral cubes. What is interesting about al-Karaji's proof, is that he doesn't state a general result for an arbitrary n. His theorem is stated with 10 and works backwards to 1. As we moved to medieval Europe, we learned about Levi ben Gerson. He invented the Jacob Staff which was used to measure the angular separation between heavenly bodies. He dealt with combinatorics in a major work of his, The Art of the Calculator. The most important parts of this are the theorems and their proofs. As we looked at proposition 41, which was the proof of the formula for the sum of the first n integral cubes, we saw that Levi first proves the inductive step, this allows you to move from k to k + 1.
Important Message From Doron Zeilberger
PA 19122, zeilberg@math.temple.edu, http//www.math.temple.edu/~zeilberg/ WrittenMarch 5, 1999 Revised March 25, 1999 Rabbi levi ben gerson, in his pre
http://pauillac.inria.fr/algo/AofA/mailing_list/msg00113.html

Extractions: ANALYSIS of ALGORITHMS, Bulletin Board Date Prev Date Next Thread Prev Thread Next ... Thread Index http://www.math.temple.edu/~zeilberg/ http://www.math.temple.edu/~zeilberg/ http://www.math.temple.edu/~zeilberg/programs.html )., in particular RENE ( http://www.math.temple.edu/~zeilberg/tokhniot/RENE http://www.wits.ac.za/helmut/index.htm Date Prev Date Next ... Thread Index
Abraham Ibn Ezra
It was Rabbi levi ben gerson, in 1321, who rigorously proved the explicit expressionsfor the binomial coefficients, and even he, almost two hundred years later
http://www.geocities.com/Paris/Palais/1067/ibn_ezra02.html

Extractions: What else can you tell me about this Ibn Ezra? Well, he also knew how to compute the seventh row of what later became to be called Pascal's triangle. The practical problem that inspired these calculations was to find the number of possible planetary conjunctions. As every educated person knows, there are exactly seven planets: Sun, Moon, Mercury, Venus, Mars, Jupiter, and Saturn. Whenever a subset of cardinality larger than one shows up at the same sign, this has great astrological significance. How many such events are possible? Here is a translation, from Hebrew, of the first half of the relevant passage in Ibn Ezra's Sefer HaOlam. He called planets 'servants' ( meshartim ), which perhaps meant servants of God. And the combinations are hundred and twenty. And thus you can know their number. [It is] Known that every calculation that adds from one to any number that one wills, you can obtain by its value [multiplied] by its half together with half of one, and here is an example, we wanted to know what is the sum of the numbers from one to twenty. We will multiply twenty by its half and half of one, and [we get] two hundreds and ten. And now we can start to know how many combinations [involving] two servants. And it is known that the number of servants is seven. And Saturn can combine with six other servants. And six by its half and the half of one is one and twenty. And thus is the number of combinations of twos. [Now] we wanted to know the number of combinations of threes. Here we put Saturn and Jupiter and one of the others, their number is five. We multiply five by two and a half and a half, and get fifteen...
Fiancé/Groom Fiancée/Bride Père Du Fiancé/Groom's Father's
ben Zonana Oro Boulisa, benoliel Judah, ben Zonana Moses, levi Fubini Hezekiah, BachiColombina, levi Fubini Moses, Colomba, meha-Hazanim (Cantarini) gerson ha-Cohen,
http://www.geocities.com/EnchantedForest/1321/ketub1.html

Extractions: Index par noms des fiancés/Index by grooms names Fiancé/Groom Fiancée/Bride Père du fiancé/Groom's Father's name Père de la fiancée/Bride's Father's name Année/Year Ville/Town Page Abraham Bruria Elijah Joseph Isfahan (Iran) Abuzaglo Judah Adrehi Freha (or Freja) Abuzaglo Mas'oud Adrehi Joseph Faro (Portugal) Afriat Jacob Afriat Aysha Afriat Joseph Afriat Abraham Essaouira (Mogador) (Morocco) Agha Muhammed Sadic Sarref Nasttar Khanom Muhammed Ismail Karbalai Abdul Meshed (Iran) Al-Cohen al-'Araqi Abraham Al-Sheikh al-Levi Rummiyyeh Al-Cohen al-'Araqi Mussa Al-Sheikh al-Levi Abraham Salem San'a (Yemen) Amron Gabriel Mi-Segni (Di Segni) Simha Amron Hezekiah Mi-Segni (Di Segni) Shabbetai Rome (Italy) Aryeh Kalman Ben Zevi Jochebed Aryeh Judah Ben Zevi Israel Singapore Ashkenazi Isaac Alfandari Fiora Ashkenazi Eliezer Alfandari Jacob Ferrara (Italy) Babai Fatou (?) Mordecai Yekutiel Yezd (Iran) Baer Nehemiah Nissim mi-Ascoli (Da Ascoli) Rosa Baer Shabbetai Haïm mi-Ascoli (Da Ascoli) Isaac Pesaro (Italy) Barchilon Isaac Hasan Leah Barchilon Jacob Hasan David Tetouan (Morocco) Ben Attaouil Salomon Benzaquen Rachel Ben Attaouil Jacob Benzaquen Isaac Gibraltar Bendelac Menahem Abudarham Dona Bendelac Samuel Abudarham Menahem Gibraltar Benoliel Daniel Joseph Ben Zonana Oro Boulisa Benoliel Judah Ben Zonana Moses Roma (Italy) Bueno Jacob Hananiah Bueno Gracia Bueno Joseph Bueno David Venice (Italy) Cantarini see me-ha-Hazanim Cohen Jacob Haï
5:1 (Spring 1997)
The Physical astronomy of levi ben gerson. levi ben gerson (12881344) was a medievalastronomer who responded in an unusual way to the Ptolemaic tradition.
http://www.phil.vt.edu/pos/5-1.htm

Extractions: 5:1 (Spring 1997) The Physical astronomy of Levi ben Gerson Bernard R. Goldstein Almagest , he discovered a new phenomenon of Mars and noticed a serious flaw in Ptolemys treatment of the Moon. Calibration Allan Franklin A Twentieth-Century Phlogiston: Constructing Error and Differentiating Domains Douglas Allchin
Biography-center - Letter G
Gershwin, George www.pbs.org/wnet/americanmasters/database/gershwin_g.html; gerson,levi ben wwwhistory.mcs.st-and.ac.uk/~history/Mathematicians/levi.html;
http://www.biography-center.com/g.html

Extractions: random biography ! Any language Arabic Bulgarian Catalan Chinese (Simplified) Chinese (Traditional) Croatian Czech Danish Dutch English Estonian Finnish French German Greek Hebrew Hungarian Icelandic Indonesian Italian Japanese Korean Latvian Lithuanian Norwegian Polish Portuguese Romanian Russian Serbian Slovak Slovenian Spanish Swedish Turkish 523 biographies
Biography-center - Letter L
levi, Primo www.uwgb.edu/galta/333/bios98/levi.htm; levi ben gerson,wwwhistory.mcs.st-and.ac.uk/~history/Mathematicians/levi.html;
http://www.biography-center.com/l.html

Extractions: random biography ! Any language Arabic Bulgarian Catalan Chinese (Simplified) Chinese (Traditional) Croatian Czech Danish Dutch English Estonian Finnish French German Greek Hebrew Hungarian Icelandic Indonesian Italian Japanese Korean Latvian Lithuanian Norwegian Polish Portuguese Romanian Russian Serbian Slovak Slovenian Spanish Swedish Turkish 540 biographies
Philosophie - Mitglieder
Translate this page Veröffentlichungen Die Intellektlehre des levi ben gerson in ihrer Beziehung zurchristlichen Scholastik, Frankfurt / Main, New York, Paris 1991 (Europäische
http://www.uni-oldenburg.de/philosophie/mitglieder/möbuß.html
Ivars Peterson's MathLand
The basic formulas for finding permutations and combinations can befound in the writings of levi ben gerson (12881344). There's
http://www.maa.org/mathland/mathland_1_20.html

Extractions: Ivars Peterson's MathLand January 20, 1997 The early history of mathematics is like a jigsaw puzzle missing many of its pieces. Historians and mathematicians have been painstakingly filling in the blanks, gradually constructing a richer, more complete story of how and where mathematical thought originated and spread. One period of considerable interest is that between the decline of Greek mathematics, coinciding with the collapse of the western Roman Empire in the fifth century, and the rise of European mathematics in the fifteenth century. Mathematics professor Morris Kline of New York University's Courant Institute of Mathematical Sciences expressed a common view of that period in his 1972 book Mathematical Thought from Ancient to Modern Times . "The Arabs made no significant advance in mathematics," he wrote. "What they did was absorb Greek and Hindu mathematics, preserve it, and ultimately, ... transmit it to Europe." In other words, Islamic scholars did little more than put Greek mathematics into cold storage until Europe was ready to accept it. Historian George G. Joseph challenged that view in his provocative book
Die Ausstellung Juden An Der Universität Heidelberg
Translate this page Heidelberg 1909. Dissertation. levi ben gerson (1288-1344) war Talmudgelehrter,Mathematiker und Astronom. Nach Maimonides gilt
http://wwwnp.tphys.uni-heidelberg.de/Ausstellung/show.cgi?de&B&12&074
Math 300 Guidelines For Papers
ibn Qurra Gerbert d'Aurillac Ibn alHaytham Mohammad al-Biruni Omar Khayyam Nasiral-Din al-Tusi Leonardo of Pisa Qin Jiushao levi ben gerson Nicole Oresme
http://cerebro.cs.xu.edu/math/math300/02s/papers.html

Extractions: You will prepare two research papers for this course: Your biographical paper should conform to the following guidelines, listed in order of importance, and will be evaluated against them: The paper should present a comprehensively researched discussion of the life history of your chosen mathematician; this person's significant mathematical accomplishments must be thoroughly discussed. (35%) It should be presented in a clear and coherent writing style , using correct spelling, proper pronunciation and good grammar. (25%) It should contain a bibliography with at least three sources including at least three print-published (not Web) sources, it should make appropriate use of direct quotations , and should include in-text citations (as either footnotes or endnotes). (25%)

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