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Ahmes:     more books (38)

Enfant Royal de L'égypte Antique: Sheshonq, Ahmès, Enfants de Ramsès Ii, Khâemouaset, Arsinoé Iv, Ahmosé-Sipair, Néferhétepès, Amonherkhépeshef (French Edition) Scribe de L'égypte Antique: Scribe Dans L'égypte Antique, Ahmès, Amenhotep, Didia, Minnakht, Nebmertouf, Houy le Cadet, Djâou, Khououiou (French Edition) The Sarcophagus of Anchnesraneferab, Queen of Ahmes II, King of Egypt. About B.C. 564-526 by Ernest Alfred Wallis Budge, 1885-01-01 Number, From Ahmes to Cantor - 2000 publication by Mdhat Gazal, 2000-01-01 Mathématicien Égyptien: Ahmès, Abu Kamil, Ibn Yunus, Caleb Gattegno (French Edition) The Rock Tombs of El Amarna Fifteenth Memoir Part III - The Tombs of Huya and Ahmes by N. de G. Davies, 1905 Gems of Ahmes by Rev. Lorraine LaVani, 1974 The Sarcophagus of Anchnesraneferab, Queen of Ahmes II, King of Egypt. About B.C. 564-526 by Ernest Alfred Wallis Budge, 2010 17th-Century Bc People: Ahmes, Bu Bing, Da Ding of Shang, Anitta, Pithana, Piyusti, Rim-Sin Ii, Ammi-Ditana, Uhna Egyptian Mathematicians: Ptolemy, Diophantus, Caleb Gattegno, Ibn Yunus, Ahmes, Abu Kamil Shuja Ibn Aslam, Ahmed Ibn Yusuf The sarcophagus of Anchnesraneferab, Queen of Ahmes II, King of Egypt. by Ernest Alfred Wallis. Budge, 1885 Guide To Graduate Medical Education (GUIDE TO GRADUATE MEDICAL EDUCATION (AHME)) by AHME, 1998 The Sarcophagus of Anchnesraneferab Queen of Ahmes II King of Egypt by E. A. Wallis Budge, 2010-09-10 Borrowed Ideas and Famous Firsts: St. Louis Architecture by Marilynne and Quist, Ahme Bradley, 1984-01-01

lists with details

21. Ahmes-Nefertari Queen Of Egypt
    Person Sheet Name ahmesNefertari Queen of Egypt, 118G Grandmother Spouses 1 King Nebpehtyre Ahmose I of Egypt, 118G Grandfather  
    http://tmsyn.wc.ask.com/r?t=an&s=hb&uid=24312681243126812&sid=343126

22. Virtual Egyptian - Shawabti Of Royal Prince Ahmes, Dyn. 26
    Royal Prince ahmes was the third son of King Ahmose II (Amasis) and the “Tomb 83 at Giza and sarcophagus 766 and 767 of Royal Prince ahmes and  
    http://www.virtual-egyptian-museum.org/Collection/Content/FAI.LL.00926.html

23. Gazalé, M.: Number: From Ahmes To Cantor.
    of the book Number From ahmes to Cantor by Gazalé, M., published byPrinceton University Press.  
    http://www.pupress.princeton.edu/titles/6794.html
    
    Extractions: From Ahmes to Cantor Shopping Cart Table of Contents We might take numbers and counting for granted, but we shouldn't. Our number literacy rests upon centuries of human effort, punctuated here and there by strokes of genius. In his successor and companion volume to Gnomon: From Pharaohs to Fractals This abundantly illustrated book, remarkable for its coherency and simplicity, will fascinate all those who have an interest in the world of numbers. Number will be indispensable for all those who enjoy mathematical recreations and puzzles, and for those who delight in numeracy. Table of Contents Subject Areas: VISIT OUR MATH WEBSITE Main Selection of the Library of Science Book Club

24. Malaspina.com - Ahmes (ca. 1680 BC-ca. 1620 BC)
    Research bibliography, books and links to 1000 other interdisciplinary entriescompiled by Russell McNeil.  
    http://www.mala.bc.ca/~mcneil/ahmes1.htm

25. Ahmes Askia - National Urban Alliance
    ahmes Askia, Ph.D. Aaskia@aol.com. ahmes Askia began her educational career in1976 with Prescription Learning Corporation (later became Jostens Learning)  
    http://www.nuatc.org/people/askia/
    
    Extractions: During her tenure with Prescription Learning/Jostens Learning she became an Area Director. In this role she was responsible for developing training for both consultants (education and technical) and teachers. Ahmes has worked with teachers and administrators in Houston Independent School District, Dallas Independent School District, San Antonio Independent School District, San Francisco Unified, Atlanta Public Schools, Birmingham Public Schools, Chicago Public Schools, Miami-Dade County Public Schools, Charlotte-Mecklenburg Public Schools, Memphis City Schools, Little Rock Public Schools, and many others. Ahmes is currently part of an education foundation whose focus is research and training of educators. Her interests center around her great love for teachers and learning. Ahmes’ teaching philosophy mirrors that of Lola May, “Know your stuff, know who you are stuffing, and stuff them eloquently." projects articles resources people ... contact

26. I Gatti Di Ahmes
    Translate this page Lo scrisse ahmes nel 1650 aC ricopiandolo in parte da testi di tre secoli prima . Per questo si chiama Papiro di Rhind o Papiro di ahmes.  
    http://utenti.quipo.it/base5/numeri/ahmesgatti.htm
    
    Extractions: Uno scriba egizio al lavoro Uno dei più antichi documenti matematici conosciuti è un rotolo egizio lungo circa 5 m e alto circa 30 cm. Lo scrisse Ahmes nel 1650 a.C. ricopiandolo in parte da testi di tre secoli prima. L'egittologo scozzese Henry Rhind lo acquistò a Luxor, sul Nilo, nel 1858. Per questo si chiama Papiro di Rhind o Papiro di Ahmes . Attualmente è conservato al British Museum.

27. Ahmes Nefertari
    ahmes Nefertari (Ahmose Nofertari). There are several very important femalemembers of the royal UC 33258, ostracon with picture of ahmes Nefertari  
    http://www.digitalegypt.ucl.ac.uk/thebes/persons/ahmesnefer.html

28. King Ahmes II
    Ahmose (II) (Amasis) Khnemibre (570526 BC). King of the 26th Dynasty. The reignof the king marks the high point of the 26th Dynasty in terms of wealth and  
    http://www.digitalegypt.ucl.ac.uk/chronology/ahmesii.html

29. Read This: Number: From Ahmes To Cantor
    Read This! The MAA Online book review column review of Number From ahmesto Cantor, by Midhat Gazale.  
    http://www.maa.org/reviews/numgaz.html
    
    Extractions: by Midhat Gazalé pot pourri that some of its highest authority insists on its being received, for good or for evil, in the superlative degree of comparison only. Its scope is all the canvas of the history of numbers in mathematics. But its treatment sometimes leaves one wondering what the Dickens it is about. I expect that most of us owe our involvement in mathematics to reading popularizations in our youth. Certainly, many of us were turned on by the writings of Martin Gardner, George Gamow, Isaac Asimov, Lancelot Hogben, W. W. Rouse Ball , H. E. Dudeney and much of what is found in James R. Newman's World of Mathematics. These authors offered recreational wonders and challenges to the investigative mind: the more one toyed, the more one dug, the more wonders one found! So it appears to have been for Midhat Gazalé, who largely credits his latest offering, Number: from Ahmes to Cantor , to inspiration he received from Martin Gardner's many Scientific American columns and books, and to Tobias Dantzig's

30. Math Games:Egyptian Fractions
    Later, in 1600 BC, a scribe by the name ahmes found the document, Much later,in 1858 AD, ahmes papyrus scroll was bought by Henry Rhind in Thebes.  
    http://www.maa.org/editorial/mathgames/mathgames_07_19_04.html
    
    Extractions: Ed Pegg Jr., July 19, 2004 Imagine overseeing a farm. Distribute 29 equal sacks of grain evenly to 45 people. There is only one sorting table, so you can't divide up more than one sack at a time. How can you assure a fair share for each person? Consider this: 1/3 + 1/5 + 1/9 = 29/45. So, 15 of the sacks can be divided into 3 parts, 9 of them into 5 parts, and 5 of them into 9 parts. Then, each of the 45 people gets one of each type of part. In the diagram below, each person gets a red, yellow, and green part. Figure 1. Dividing 29 sacks equally between 45 people. Each person gets This problem dates back 4000 years. At the time, algebra and geometry didn't exist. No decimals. Whole numbers existed, but not fractions like 29/45. The ancient Egyptians would indicate a "part" number by a symbol that looked like a mouth . Thus, "part 7" would indicate 1/7. An Egyptian fraction would be something like part 3 + part 5 + part 9. In other words, 1/3 + 1/5 + 1/9 = 29/45. As seen above, this system was useful in dividing sacks of grain. How smart were the ancient Egyptians? Try testing your skills against theirs. Find three different whole numbers, all less than 600, so that their reciprocals (the "parts") add up to

31. Ahmose Son Of Abana ,el Kab, Egyptian Tomb
    tombs and mastabas and monuments of Ancient Egypt Ahmose son of Abana at El Kab.  
    http://www.osirisnet.net/tombes/el_kab/ahmes/e_ahmes.htm
    
    Extractions: The nomarchs (governors) of El Kab and their families were ardent supporters of the newly rising Theban Dynasty which had to face unceasing and exhausting wars, and there is no doubt that this loyalty had been extensively rewarded with gold, lands and personnel. Frequently, even the royal children were entrusted to them, which is explicitly indicated by Paheri. They ended up having control of the whole region situated between El Kab and Esna.

32. Ahmes Fils D'abana ,el Kab, Tombe Egypte
    http://www.osirisnet.net/tombes/el_kab/ahmes/ahmes.htm
    
    Extractions: C’est également lui qui a fait graver l’inscription dans la tombe de son grand-père Iahmes, comme il le rappelle devant la figure qui le représente aux pieds de celui ci : " Par le fils de sa sœur, le conducteur des travaux dans cette tombe, perpétuant le nom du père de sa mère, le scribe d’Amon, Pahéry, juste de voix. "

33. Ahmes
    ahmes (more accurately Ahmose) was an Egyptian scribe who lived during the A surviving work of ahmes is part of the Rhind Mathematical Papyrus now  
    http://www.algebra.com/algebra/about/history/Ahmes.wikipedia
    
    Extractions: Over $120,000 has been donated since the drive began on 19 August. Thank you for your generosity! Ahmes (more accurately Ahmose ) was an Egyptian scribe who lived during the Second Intermediate Period . A surviving work of Ahmes is part of the Rhind Mathematical Papyrus now located in the British Museum (Newman, 1956). Ahmes states that he copied the papyrus from a now-lost Middle Kingdom original. The work is entitled directions for knowing all dark things and is a collection of problems in geometry and arithmetic. The problems are presented with solutions, but often with no hint as to how the solution was obtained. Ahmes states without proof that a circular field with a diameter of 9 units is equal in area to a square with sides of 8 units (Beckman, 1971). In modern notation: which leads to a value of pi equal to 3.16049... Beckman, Petr (1971).

34. Historia Matematica Mailing List Archive: Re: [HM] Any Views On
    primary question is with a book titled from Number from ahmes to David s reviewof Gazale s Number from ahmes to Cantor might like to  
    http://sunsite.utk.edu/math_archives/.http/hypermail/historia/sep00/0109.html

35. Historia Matematica Mailing List Archive: [HM] Any Views On 'Nu
    Subject HM Any views on Number from ahmes to Cantor ? From DavidWilkins (dwilkins@maths.tcd.ie) Date Mon Sep 18 2000 064605 EDT  
    http://sunsite.utk.edu/math_archives/.http/hypermail/historia/sep00/0106.html

36. Ahmes High Priest Of Letopolis
    The king is not named but we known from Berlin 14460 that ahmes was alive underPtolemy V, since he held a position in the cult of that king, while there is  
    http://www.tyndale.cam.ac.uk/Egypt/ptolemies/hpls/aahmes.htm
    
    Extractions: [HOME] Ahmes Ahmes , same titles as Heri u II plus: prophet of the temple of Ramses in the temple of Memphis; phylarch of the five phyles of the domain of the temple of $ntj-Tnnt and of the temple of the domain of Semenmaat; prophet of Amun in the town of Ptah in the district of Mesdet; prophet of the divine statues, scribe of Ptah and of the goddes Philadelphos of each fourth phyle, who sees Serapis in aH-AXt ; master of the secrets of Rosetau, master of secrets of the domain of Ptah, of the august place, of the secrets of Heaven, Earth and the Duat, nb pHtj, prophet of the gods Adelphoi Euergetai Philopatores and Epiphaneis ; phylarch for 15 days of the fifth phyle in the temple of Memphis; who opens the gates; scribe of the Treasury of Sheb-ibed; prophet of Amun of Deniu and of the gods of Deniu; employee of the storehouse; prophet of the gods Euergetai of the temple of the domain of Semenmaat, kbH ; son of Heri u I and Tanetamun , date of birth unknown; died 4 Pharmouthi year 22 of

37. High Priests Of Letopolis: Ahmes Crosslink
    http://www.tyndale.cam.ac.uk/Egypt/ptolemies/hpls/hpl_ahmes.htm

38. Ahmes - Wikipedia
    College Tennis Online NCAA results, ITA collegiate tennis Home Division I Women America East Conference Boston University Laura ahmes.Update your CollegeTennisOnline.com Team Page! Laura ahmes  
    http://da.wikipedia.org/wiki/Ahmes
    
    Extractions: Wikimedia har brug for din hj¦lp i indsamlingen af 200.000 US$. Se detaljerne p¥ vores indsamlingsside Ahmes ¦gypter , antages at have levet mellem ¥r 2000 og 1700 f.Kr. Han skrev den ¦ldste, matematiske l¦rebog, vi kender. Bogen begynder s¥ledes: "Forskrift til at n¥ til kendskab om alle dunkle ting", men den indeholder ingen egentlige matematiske regler. Den bel¦rer n¦rmest gennem l¸sning af opgaver, og reglerne m¥ formodentlig findes i ¦ldre, os ubekendte l¦reb¸ger. Det er v¦sentlig fra denne bog, at vi har kendskab til ¦gyptisk matematik. redig©r Denne artikel stammer hovedsagelig fra Salmonsens konversationsleksikon 2. udgave (1915 - 1930). Du kan hj¦lpe Wikipedia ved at ajourf¸re sproget og indholdet af denne artikel. Hentet fra " http://da.wikipedia.org/wiki/Ahmes Kategorier Salmonsens Views Personlige v¦rkt¸jer Navigation S¸g V¦rkt¸jer Andre sprog English Fran§ais Italiano Polski ... Svenska Hvad synes du om denne artikel?

39. College Tennis Online: NCAA Results, ITA Collegiate Tennis Rankings, And College
    Home NAIA Men Florida Sun Conference (7) Savannah College of Art and Design Brian ahmes. Update your CollegeTennisOnline.com Team Page! Brian ahmes  
    http://www.collegetennisonline.com/view/player.asp?plId=41946

40. 46 Lessons In Early Geometry, Part 10/10
    Dialogue with ahmes, scribe of the Rhind Mathematical Papyrus, Me Goodmorning, professor ahmes. Today I would like to ask you a principal question.  
    http://www.seshat.ch/home/geom10.htm
    
    Extractions: 46 Lessons in Early Geometry, part 10/10 / provisional version in freestyle English / a corrected version will follow in March, April or May (hopefully) / Franz Gnaedinger / February 2003 / www.seshat.ch early geometry 1 early geometry 2 early geometry 3 early geometry 4 ... early geometry 9 / early geometry 10 Lesson 44 Dialogue with Ahmes, scribe of the Rhind Mathematical Papyrus, on the nature of numbers, part 1 (mistakes and bad style are mainly owed to the insufficient bablefish component of my astrologer's crystal ball, which, however, allows me to conversate with Ahmes over several thousand miles and years. I guess you would gladly endure the worst English if you could have a chat with, say, Archimedes) Me: Good morning, professor Ahmes. Today I would like to ask you a principal question. What are numbers? What is your idea of numbers? What is their nature? How do they work? What are they good for? Ahmes: Well, you announced that question last week, and so I prepared myself to provide a short and nevertheless complete answer. Numbers are basically things of the mind, I believe, and the very instrument by which Osiris overcame Seth. Me: I can imagine what you mean by the first part of your answer, while the second one leaves me rather perplexed I must confess.

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