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         Nicomachus Of Gerasa:     more detail
  1. The Thirteen Books of Euclid's Elements; The Works of Archimedes Including the Method; On Conic Sections; and Introduction to Arithmetic (Britannica Great Books, 11) by Euclid, Archimedes, et all 1952
  2. The Manual of Harmonics of Nicomachus the Pythagorean by Nicomachus, Flora R. Levin, 1993-12
  3. Nicomachus of Gerasa: An entry from Gale's <i>Science and Its Times</i> by Judson Knight, 2001
  4. Euclid - Archimedes - Apollonius of Perga - Nicomachus of Gerasa (The Great Books of the Western World, 25th Anniversary Edition) by Euclid, Archimedes, et all 1985
  5. The arithmetical philosophy of Nicomachus of Gerasa by George Johnson, 1916-01-01
  6. Volume 11 Great Books of the Western World: The Thirteen Books of Euclid's Elements; the Works of Archimedes Including the Method; on Conic Sections By Apollonius of Perga and Introduction to Arithmetic By Nicomachus of Gerasa by Unknown, 1952
  7. The Great Books of the St. John''s Program - Nicomachus of Gerasa (c.100 A.D.): Introduction to Arithmetic by Martin Luther (trans.) Nicomachus of Gerasa; D''Ooge, 1946
  8. Nicomachus of Gerasa: Introduction to Arithmetic by Nicomachus of Gerasa. Translated by Martin Luther D'ooge., 1960
  9. 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
  10. Introduction to Arithmetic by Martin [translator] Nicomachus of Gerasa; D'Ooge, 1926
  11. Introduction To Arithmetic by Nicomachus Of Gerasa; Translated By Martin Luther Dodge, 1960
  12. 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, Vol. 11) by Euclid, Archimedes, et all 1987

81. Classics-L: RE: Never Mind Loneliest: Is 1 A Number At All?
I am afraid I don't have the time to give an exact reference either, at the moment,but a good place to start is either nicomachus' of gerasa (who defined
http://omega.cohums.ohio-state.edu:8080/hyper-lists/classics-l/99-12-01/0525.htm
RE: Never mind loneliest: is 1 a number at all?
Date view Thread view Subject view Author view Subject: RE: Never mind loneliest: is 1 a number at all?
From: Rainer Thiel ( thielr@Mailer.Uni-Marburg.DE
Date: Fri Nov 26 1999 - 04:48:01 EST I am afraid I don't have the time to give an exact reference either, at the moment, but a good place to start is either Nicomachus' of Gerasa (who defined himself as Pythagorean, hence Prof. Gannon is right) Introductio arithmetica (or Boethius close paraphrase thereof) or Proclus' commentary on the first book of Euclid's Elements.
The Short Answer is: In an abstract way, one could also say that as number is defined as unity composed of a plurality of units, 1 cannot be considered as a number, because it is not composed, and doesn't consist of a plurality of numbers.
Priv.-Doz. Dr. Rainer Thiel

82. NICOMACHUS
nicomachus. nicomachus, a Neopythagorean philosopher and mathematician,born at gerasa in Arabia Petraea, flourished about AD 100.
http://67.1911encyclopedia.org/N/NI/NICOMACHUS.htm
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NICOMACHUS
1 Matthias may have been a cousin of Richard Nicolls; his family were of Islip, Oxford; he was secretary of the province, held various judicial positions, and was mayor of New York City in 1672. Matthias's son William (1657—1723), a lawyer, was a member of the New York Assembly from 1702 until his death and was speaker in 1702-1718; he received a royal patent for what is now the town of Islip on Long Island. Descendants of Richard and of Matthias Nicolls spell the name " Nicoll." (The Theology of Arithmetic), written in a spirit of Pythagorean mysticism and Oriental superstition, and setting forth the application of arithmetic, or rather of the first ten numbers, to the origin and attributes of the gods. But the extracts in Photius are now generally attributed to lamblichus. Other works of Nicomachus were: a Life of Pythagorcts and a 'ollection of Pythagorean Doctrines, the chief source of the life of Pythagoras and the account of his philosophy by lamblichus. NICOMACHUS, of Thebes, Greek painter, of the early part of the 4th century, was a contemporary of the greatest painters of Greece; Vitruvius observes that if his fame was less than theirs, it was the fault of fortune rather than of demerit. Pliny (xxxv. 108) gives a list of his works; among them a " Rape of Persephone," " Victory in a Quadriga," a group of Apollo and Artemis, and the " Mother of the Gods seated on a Lion." Pliny tells us that he was a very rapid worker and used but four colours (the last seems impossible). Plutarch mentions his paintings as possessing the Homeric merit of ease and absence of effort.

83. M598/M700 - MATHIESEN - SPRING 2000 Music Library Reserve Books And Scores
nicomachus, of gerasa. Encheiridion harmonikes. English The manual of harmonicsof nicomachus the Pythagorean / translation and commentary by Flora R. Levin.
http://www.dlib.indiana.edu/variations/reserves/old/spring00/m598m700mlo.html
William and Gayle Cook Music Library
M598/M700 - MATHIESEN - SPRING 2000
Reserve Books and Scores
Aristides Quintilianus.
On music, in three books / Aristides Quintilianus ; translation with
introduction, commentary, and annotations by Thomas J. Mathiesen. New Haven
: Yale University Press, c1983.
(Music theory translation series)
Aristoxenus.
Aristoxenou Harmonika stoicheia = The harmonics of Aristoxenus / edited with
translation notes, introduction, and index of words by Henry S. Macran.
Oxford : Clarendon Press, 1902.
Augustine, Saint, Bishop of Hippo. cn
(The Fathers of the Church)
BR60.F2 A92 vol. 2
Barbera, Charles Andre.
The persistence of Pythagorean mathematics in ancient musical thought /
Charles Andre Barbera. 1980.
Bernard Silvestris, fl. 1136.
The Cosmographia of Bernardus Silvestris. A translation with introd. and notes
by Winthrop Wetherbee. New York, Columbia University Press, 1973.
Boethius, his life, thought, and influence / edited by Margaret Gibson.
Oxford : Blackwell, 1981.
Boethius, d. 524.
Fundamentals of music / Anicius Manlius Severinus Boethius ; translated, with

84. Sieb Des Eratosthenes
Translate this page Etwa 300 Jahre später überlieferte nicomachus von gerasa das Verfahren in seinemBuch ?Introductio Arithmeticae“ und gab ihm den Namen ?Sieb des
http://www.primzahlen.de/files/referent/kw/sieb.htm
Walisch Kim: Sieb des Eratosthenes (EcprimeV1.12)
Eratosthenes
Programm Algorithmus Benchmark ... Download
Eratosthenes von Kyrene:
Sieb des Eratosthenes:

Das Sieb des Eratosthenes und das davon abgeleitete Sieb von Atkin sind bis heute die schnellsten Methoden um alle Primzahlen bis circa 10^10 zu finden.
Programm Beschreibung:
Algorithmus:
Das Programm ist in effizientem C/C++ geschrieben.
31, 37, 41, 43, 47, 49, 53, 59 //Byte
Benchmarks:
Getestet auf einem Pentium III 550MHZ, Sieve size 15015 bytes.
x Prims(x) Twins(x) Time 0.010 sek 0.010 sek 0.010 sek 0.010 sek 0.010 sek 0.010 sek 0.030 sek 0.200 sek 2.533 sek 38.515 sek Intel C++ 6.0 Download: ecprime.exe.zip 46 kb Windows ecprime.source.zip 10 kb Windows Forschung: pix.html (noch nicht komplett) Feedback: kim_walisch@gmx.net Links: http://wwwhomes.uni-bielefeld.de/achim/prime_sieve.html (The Art of Prime Sieving) http://cr.yp.to/primegen.html (D. J Bernstein, primegen) http://www.trnicely.net/pi/tabpi.html (table of prime counts)

85. Biography-center - Letter N
Nicollier, Claude www.jsc.nasa.gov/Bios/htmlbios/nicollie.html; nicomachus ofGerasa, wwwhistory.mcs.st-and.ac.uk/~history/Mathematicians/nicomachus.html;
http://www.biography-center.com/n.html
Visit a
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187 biographies

86. Visualisation Des Réponses
Translate this page Visualisation des réponses Criddle (AH), The chronology of Nicomachusof gerasa CQ (Classical Quarterly - Oxford), 48, 1998, pp.
http://misha1.u-strasbg.fr/cgi-bin/aurweb/BAHR/VoirBAHR?CRITK=NEOPYTHAGORISME&au

87. Ancient History From Primary Sources: A Literary Timeline
Marcus Aurelius; Martial; Menander; Nepos; Nicolaus of Damascus; Nicomachusof gerasa; Origen; Ovid; Pacuvius; Pausanias; Pericles; Philo; Pindar;
http://www.triviumpursuit.com/catalog/ancient_history_from_primary_sources.htm
Ancient History from Primary Sources: A Literary Timeline
Table of Contents Full Texts which are Included on the Two CDs Four Sections of this Book Examples from the Book by Harvey and Laurie Bluedorn This is a reference book which guides the student on a selective timeline tour through ancient history, outlining the major events and personalities, and noting the primary literary sources from which these things are known. Time-wise, this book covers the period from the creation of the world to the fall of Rome in A.D. 476. Space-wise, this book covers the civilizations of the near east and west. Each event or person in history is accompanied by suggested readings from various ancient sources. Included with the book are two CDs which contain the full text English translations of most of the classical literature which we reference in the book. This book will lead you by the hand through the maze of ancient literature and help you find what is appropriate for you and your children to read as you pursue your study of ancient history. And with the CDs, you have the full texts of the works of literature right at your fingertips. Generally speaking, the classical literature we cite is suitable for students ages twelve and up. Some of the literature is suitable for younger students (Aesop, some of Xenophon, Plutarch, Quintus Curtius, Gellius, Josephus and several others).

88. The Classical Quarterly, Volume 48, Issue 1: 1998.
pp. 320324 Details. Shorter note. The chronology of nicomachus ofGerasa AH Criddle pp. 324-327 Details. Shorter note. Philoponus
http://www3.oup.co.uk/clquaj/hdb/Volume_48/Issue_01/
Home Online Resources
The Classical Quarterly
Table of Contents
Volume 48, Issue 1: 1998. The Homeric poems as oral dictated texts
R Janko
pp. 1-13
Details
and in Homer
M Finkelberg
pp. 14-28
Details
The text of Iliad 18.603-6 and the presence of an [agr][igr][dgr][ogr][zgr] on the shield of Achilles
M Revermann
pp. 29-38
Details
The social function of Attic tragedy
J Griffin pp. 39-61 Details Studies in the later manuscript tradition of Aristophanes' Peace SD Olson pp. 62-74 Details Telestes and the 'five-rodded joining of strings' A Barker pp. 75-81 Details Notes on pseudo-Plutarch's Life of Antiphon MJ Edwards pp. 82-92 Details The shape of Athenian laws C Carey pp. 93-109 Details Was Kerkyra a member of the second Athenian league? CM Fauber pp. 110-116 Details Socrates' last words: another look at an ancient riddle J Crooks pp. 117-125 Details The historical reader of Plato's Protagoras D Wolfsdorf pp. 126-133 Details The Hippocratic treatise On Anatomy EM Craik pp. 135-167 Details Eros in government: Zeno and the virtuous city G Boys-Stones pp. 168-174

89. NICOMACHUS (OF THEBES)
nicomachus, a Neopythagorean philosopher and mathematician, born atGerasa in Arabia Petraea, flourished about AD 100. In his musical
http://68.1911encyclopedia.org/N/NI/NICOMACHUS_OF_THEBES_.htm
document.write("");
NICOMACHUS (OF THEBES)
NICOLSON—NICOMEDIA See ]. R. Brodhead, History of the State of New York (2 vols., rev. ed., 1872). For the " Duke's Laws " see Laws of Colonial New York, i. 6-100. NICOLSON, WILLIAM (1655-1727), English divine and antiquary, was educated at Queen's College, Oxford (M.A., 1679; fellow, 1679-1682). After visiting Leipzig to learn German he was made prebendary of Carlisle in 1681, archdeacon in 1682. Twenty years later he was appointed bishop of the same diocese, where he remained until his translation to Derry in 1718. In 1727 he was nominated archbishop of Cashel and Emly, but died before he could assume charge. Nicolson is remembered by the impulsiveness of his temperament, which led him into a good deal of strife as a bishop, and more happily by his zeal in collecting and guarding manuscripts and other official documents. For this purpose he had special rooms built at Derry. His chief works were the Historical Library (English, 1696-97-99; Scottish, 1702; Irish, 1724; complete later editions, 1732 and 1776), and Leges Marchiarum or Border Laws (1705, new ed., 1747). 1 Matthias may have been a cousin of Richard Nicolls; his family were of Islip, Oxford; he was secretary of the province, held various judicial positions, and was mayor of New York City in 1672. Matthias's son William (1657—1723), a lawyer, was a member of the New York Assembly from 1702 until his death and was speaker in 1702-1718; he received a royal patent for what is now the town of Islip on Long Island. Descendants of Richard and of Matthias Nicolls spell the name " Nicoll."

90. The Great Books
The Spirit of Laws N. NEWTON, GBWW I 34vii Principles Optics NICOMACHUSOF gerasa, GBWW I 11811 Arithmetic O. P. PASCAL, GBWW I
http://www.thegreatideas.org/gb.html
The Great Ideas from
The Great Books
Index of Authors
AUTHOR, location in GBWW [I] volume:page
A B C D ... Z
Title or collection
For electronic texts on-line, consult Great Books Index
A
AESCHYLUS, GBWW [I] 5:1
Tragedies
APOLLONIUS OF PERGA, GBWW [I] 11:603
Conics
AQUINAS, GBWW [I] 19-20
Summa Theologica
ARCHIMEDES, GBWW [I] 11:403
Elements
ARISTOPHANES, GBWW [I] 5:449
Comedies
ARISTOTLE, GBWW [I] 8-9
Complete Works
Articles of Confederation GBWW [I] 43:5
AUGUSTINE, GBWW [I] 18
Confessions GBWW [I] 18:ix
City of God GBWW [I] 18:127
Christian Doctrine GBWW [I] 18:619
AURELIUS, GBWW [I] 12:253
Meditations
B
BACON, GBWW [I] 30
Advancement of Learning GBWW [I] 30:ix
Novum Organum GBWW [I] 30:103
New Atlantis GBWW [I] 30:197
BERKELEY, GBWW [I] 35:397
Human Knowledge
Bible GBWW
Bible , OLD TESTAMENT:
K. J. V.
(D) [Douay]
Bible , NEW TESTAMENT:
K. J. V.
(D) [Douay]
BOSWELL, GBWW [I] 44
Johnson
C
CERVANTES, GBWW [I] 29
Don Quixote
CHAUCER, GBWW [I] 22
Troilus and Cressida GBWW [I] 22:ix
Canterbury Tales GBWW [I] 22:157
Constitution GBWW [I] 43:11
COPERNICUS, GBWW [I] 16:481, 505
Revolutions of the Heavenly Spheres
D
DANTE

91. Recommended Reading List
23. Tacitus (c.55117). Histories Annals Agricola Germania. 24. nicomachus ofGerasa (fl.c. 100 AD). Introduction to Arithmetic. 25. Epictetus (c.60-120).
http://www.sheboyganfalls.k12.wi.us/staff/dehogue/AP/recommended_reading_list.ht
A Recommended Reading List Home Books currently in our curriculum are in color. from Appendix A of How to Read a Book , by Mortimer Adler and Charles Van Doren 1. Homer (9th Century B.C.?) Iliad
Odyssey 2. The Old Testament 3. Aeschylus (c.525-456 B.C.) Tragedies 4. Sophocles (c.495-406 B.C.) Tragedies ( Oedipus Rex 5. Herodotus (c.484-425 B.C.) History 6. Euripides (c.485-406 B.C.) Tragedies 7. Thucydides (c.460-400 B.C.) History of the Peloponnesian War 8. Hippocrates (c.460-377? B.C.) Medical Writings 9. Aristophanes (c.448-380 B.C.) Comedies 10. Plato (c.427-347 B.C.) Dialogues 11. Aristotle (384-322 B.C.) Works 12. Epicurus (c.341-270 B.C.) ``Letter to Herodotus''
``Letter to Menoecus'' 13. Euclid (fl.c. 300 B.C.) Elements 14. Archimedes (c.287-212 B.C.) Works 15. Apollonius of Perga (fl.c.240 B.C.) Conic Sections 16. Cicero (106-43 B.C.) Works 17. Lucretius (c.95-55 B.C.) On the Nature of Things 18. Virgil (70-19 B.C.) Works 19. Horace (65-8 B.C.) Works 20. Livy (59 B.C.A.D. 17) History of Rome 21. Ovid (43 B.C.A.D. 17) Works 22. Plutarch (c.45-120) Parallel Lives
Moralia 23. Tacitus (c.55-117)

92. The Harmony Of The Spheres
Preface and Acknowledgments I. Classical 1. Plato 2. Pliny The Elder 3. Nicomachusof gerasa 4. Theon of Smyrna 5. Ptolemy 6. Censorinus 7. The Hymns of
http://www.parkstpress.com/titles/harsph.htm
The Harmony of the Spheres:
The Pythagorean Tradition In Music
by Joscelyn Godwin
ISBN 0-89281-265-6
Inner Traditions International
512 pages, 6 x 9
Hardcover, $29.95 (CAN $48.00) About the Book
About the Author
Table of Contents

Reviews
Excerpt
Ordering
Return to Inner Traditions' homepage About the Book Professor of Music at Colgate University and a widely respected musicologist, Godwin here traces the idea, held since ancient times, that the whole cosmos is in some way a musical or harmonious entity. Table of Contents The Harmony of the Spheres The Pythagorean Tradition In Music Preface and Acknowledgments I. Classical 1. Plato 2. Pliny The Elder 3. Nicomachus of Gerasa 4. Theon of Smyrna 5. Ptolemy 6. Censorinus 7. The Hymns of Orpheus 8. Saint Athanasius 9. Aristeides Quintilianus 10. Calcidius 11. Macrobius 12. Proclus 13. Boethius II. Medieval 14. Hunayn 15. Aurelian of Reome 16. John Scotus Eriugena 17. Regino of Prum 18. The Ikhwan Al-Safa" (Brethren of Purity) 19. Al-Hasan Al-Katib 20. Anonymous of the Twelfth Century 21. Isaac Ben Abraham Ibn Latif

93. Access The Great Books [226-300, Page 4 Of 4]
. Access Foundation. From the ancient classics to the masterpieces ofthe twentieth century, the Great Books are all the introduction
http://www.anova.org/gb.html
Access Foundation
Section:
Hammurabi (18th c. BCE) to John Milton
La Rochefoucauld to Emily Brontë
Karl Marx to Arthur Miller
Saul Bellow to Annie Dillard
Access the Great Books is a compilation of over 240 great authors and their works.
The Access Foundation List is liberal in scope, robust in its cataloging, and voluminously linked to other sites related to the study of literature. This list devotes notable attention to works of philosophy and science, and is unrivaled in its organizational structure, background, and biographical content on the authors listed.
ACCESS FOUNDATION holds that time spent reading the Great Books is time well spent. Great books lists are not meant to be exclusive of any tradition or culture, but rather form a foundation of knowledge on which to stand. Reading the great books allays the "busyness" of modern life; encourages self-examination, increases reflection, and provokes intellectual curiosity.
What follows is a list compiled by ACCESS FOUNDATION from a variety of sources, and based most notably from the one developed for the Great Books collection of the

94. Human Indexes Of My Books On Mathematics; Na Ni Nu Ne No In
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    ƒj[ƒEƒFƒ“ƒeƒBƒCƒg Aƒxƒ‹ƒiƒ‹ƒg (Bernard Nieuwentijt, 1654-1718). @ƒIƒ‰ƒ“ƒ_‚̈ãŽÒEŠô‰½ŠwŽÒB”÷Ï•ª–@‚ɑ΂·‚é”á”»ŽÒD@ [‰ðII.1] ƒgƒbƒv ƒj[ƒ”ƒ“ (Ivan Morton Niven, 1915.10.25-.) @ƒJƒiƒ_Cƒoƒ“ƒN[ƒo[‚̐¶‚Ü‚êD @ƒIƒŒƒSƒ“B—§‘åŠw‹³ŽöD‰Á–@“I®”˜_( ƒEƒFƒAƒŠƒ“ƒO ‚Ì–â‘è‚È‚Ç)Dƒj[ƒ”ƒ“”(ŠeŒ…‚̐”‚̘a‚ÅŠ„‚èØ‚ê‚鐔)DwƒAƒƒŠƒJ”ŠwŒŽ•ñx‚̕ҏWD @ ‚Æ‚Ì‹¤’˜w”˜_“ü–åC‘æ3”Łx( An Introduction to the Theory of Numbers , 1972F1991”N”Å‚Í H.ƒ‚ƒ“ƒSƒƒŠ
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