41. Abraham And The Child Of Sacrifice - Isaac Or Ishmael? For with the birth of Ishaq, ibrahim would have no unique son but two Accordingto Abu Kurayb Waki - Sufyan - Abu sinan - ibn Abi al-Hudhayl Joseph said http://answering-islam.org.uk/Shamoun/sacrifice.htm

Abraham and the Child of Sacrifice - Isaac or Ishmael? Sam Shamoun Jews, Christians and Muslims agree; Abraham, the friend of God, is an example of pure and unconditional righteousness and faith. The love that Abraham displayed towards God is clearly seen in Abraham's willingness to sacrifice his only beloved son. All three religions do not dispute this fact. Where they do disagree on, however, is the identity of the sacrificial child. The Bible states that this child was Isaac: your only son Isaac (Genesis 22:1-2, R.S.V.). "By faith Abraham, when he was tested, offered up Isaac , and he who had received the promises was ready to offer up his only son (Hebrews 11:17, R.S.V.). "Was not Abraham our father justified by works, when he offered up his son Isaac upon the altar?" (James 2:21, R.S.V.). Muslims on the other hand feel that Ishmael was the one offered up by Abraham. They believe that the Holy Bible supports this by its declaration that Abraham offered his only son (see above verses). Ishmael was Abraham's only son for over 13 years, which would make it impossible for Isaac to be the chld of sacrifice. (Cf. Genesis 16:16, 21:5).

42. Al-Mahani: References George Saliba, Risala ibrahim ibn sinan ibn Thabit ibn Qurra fi alma`ani allatiistakhrajaha fi al-handasa wa-l-nujum, in Wadad al-Qadi ed., Studia Arabica et http://www.math.ruu.nl/people/hogend/mahani-ref.html

General References DSB = C. G. Gillispie (ed.), Dictionary of Scientific Biography , New York, Scribner's Sons, 1970-1986, 16 vols. GAS = F. Sezgin, Geschichte des arabischen Schrifttums , Vol. 5: Mathematik bis ca. 430 H., Vol. 6, Astronomie bis ca. 430 H., Leiden: Brill, 1974, 1978. MR = Rosenfeld, B. A. and Matvievskaya, G. P. Matematiki i astronomi musulmanskogo srednevekovya i ikh trudi (VII-XVII vv) , 3 vols. Moscow: Nauk, 1983. QZ = Ghorbani, Abu'l-Qasim. [in Persian]. Tehran: Presses Universitaires de l'Iran, ca. 1995. Ibn al-Nadim, Kitab al-Fihrist li-l-Nadim , ed. Reza-Tajaddud, Tehran 1350 A.H. (solar) Ibn al-Qifti, Ta`rikh al-Hukama' , ed. J. Lippert, Leipzig 1903. Krause, Max. Stambuler Handschriften islamischer Mathematiker. Quellen und Studien zur Geschichte der Mathematik, Astronomie und Physik Abteilung B: Studien, 3 (1936), 437-532. References specific to al-Mahani Ben Miled, Marouane, Les commentaires d'al-Mahani et d'un anonyme du Livre X des d'Euclide (French). Arabic Sciences and Philosophy 9 (1999) no. 1, pp. 4, 6, 89-156.

43. Al-Mahani: Corrections GAS V, 262 no. 8 this is mentioned in a part of ibrahim ibn sinan sLetter on the Notions . which was mistakenly printed as http://www.math.ruu.nl/people/hogend/mahani-errors.html

Some authors have speculated on the date of birth and death of al-Mahani, but there is no hard evidence on his dates, other than his astronomical observations between 239 H./A.D.853 and 252 H./A.D. 866. The statements in GAS V, 261,3: ist uns ... erhalten. is misleading. It is likely that GAS V, 262 no. 5, the commentary on Book V of Euclid's Elements, is the same as GAS V, 261 no. 1, dealing with the theory of ratios. GAS V, 262 no. 7: it is optimistic to say that this is ``unvollstaendig erhalten'', all we have are the quotations by `Umar al-Khayyami. GAS V, 262 no. 8: this is mentioned in a part of Ibrahim ibn Sinan's Letter on the Notions .... which was mistakenly printed as part of Ibrahim ibn Sinan's treatise Harakat al-Shams in the Hyderabad (India) edition. QZ p. 433 no. 2: the reference to the Journal for the History of Arabic Science is to the article by A. Anbouba, who, however, confuses al-Mahani's text with the anonymous text on computations of the apotome and the binomial which follows al-Mahani's text. QZ p. 434 says that al-Mahani revised the translation of the Spherics by Ishaq al-Hunayn, but al-Mahani did not do this; he revised the older (and very bad) translation.

44. Biography-center - Letter I Mathematicians/Ahmed.html; ibrahim, ibn sinan wwwhistory.mcs.st-and.ac.uk/~history/Mathematicians/ibrahim.html;ibrahim, Murad Jussuf http://www.biography-center.com/i.html

Visit a 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 I 53 biographies ibn al-Banna, www-history.mcs.st-and.ac.uk/~history/Mathematicians/Al-Banna.html ibn Ishaq Hunayn, www-history.mcs.st-and.ac.uk/~history/Mathematicians/Hunayn.html ibn Sina, www-history.mcs.st-and.ac.uk/~history/Mathematicians/Avicenna.html ibn Tahir, www-history.mcs.st-and.ac.uk/~history/Mathematicians/Al-Baghdadi.html ibn Tibbon, Jacob www-history.mcs.st-and.ac.uk/~history/Mathematicians/Tibbon.html ibn Yusuf Ahmed, www-history.mcs.st-and.ac.uk/~history/Mathematicians/Ahmed.html Ibrahim, ibn Sinan www-history.mcs.st-and.ac.uk/~history/Mathematicians/Ibrahim.html Ibrahim, Murad Jussuf Bey www.whonamedit.com/doctor.cfm/1518.html Ibsen, Henrik www.kirjasto.sci.fi/ibsen.htm Ickx, Jacky www.grandprix.com/gpe/drv-ickjac.html Iglesia, Pablo

45. Whatever Happened To Islamic Science? schools about names like Muhammad ibn Jabir ibn sinan Abu Abdullah ibn Sina, AlDakhwar,ibn Nafis, ibn Al-Quff is the home of the famous mosque, Sidi ibrahim. http://www.geocities.com/WestHollywood/Park/6443/Hospitals/what.html

Whatever happened to Islamic Science? By Molouk Y. Ba-Isa, Arab News Staff http://www.arabnews.com/Article.asp?ID=18553 http://www.nobel.se/physics/laureates/1979/salam-bio.html . Also take the time to let your children get to know Dr. Ahmad Zewail. He won the 1999 Nobel Prize for Chemistry. In his fascinating online autobiography, Zewail writes: "On the banks of the Nile, the Rosetta branch, I lived an enjoyable childhood in the City of Disuq, which is the home of the famous mosque, Sidi Ibrahim. I was born (Feb. 26, 1946) in nearby Damanhur, only 60 km from Alexandria. In retrospect, it is remarkable that my childhood origins were flanked by two great places ? Rosetta, the city where the famous Stone was discovered, and Alexandria, the home of ancient learning. The dawn of my memory begins with my days, at Disuq?s preparatory school. I am the only son in a family of three sisters and two loving parents." The autobiography continues at: http://www.nobel.se/chemistry/laureates/1999/zewail-autobio.html Back Back to Islam Awareness Homepage Latest News about Islam and Muslims You are visitor number

46. Biografias Translate this page El elogio de los sabios a él. ibrahim Alharbi dijo ibn sinan- dejó en prendasus zapatos a un panadero en Yemen para poder comer. Su hijo Salih dijo http://www.geocities.com/islamchile/biografias.html

La vida del Imam Ash-shafí y Abuhanifah Por: Sami Elmushtawi El Imam Ash-shafí Su vida y su saber: Su nombre es: Abu Abdullah Muhammad lbn Idris lbn Alab-bas Ibn Shafí. Nació en Gaza en el Año 150 ah. Su madre lo llevó a Meca cuando apenas tenia 2 años de edad, en esta sagrada ciudad creció y aprendió de memoria el Corán. Viajó a Medina, fue discipulo del lmam Malik y leyó el libro de Malik llamado Almuwatá. El Imam Malik elogió su inteligencia y buena memoria. Ash-shafi trabajó en una de los comarcas de Yemen, allí Ar-rashid lo acusó por ser Sheita, por ello fue llevado a Bagdad el año 184 a.h. y gracias a la intermediación de Muhammad Ibn Alhasan ante Ar- rashid fue dejado en libertad. Volvió a Meca, estuvo un tiempo viajando entre Iraq y Alhiyaz y finalmente residió en Egipto el año 199 a.h. Allí fúndó su escuela jurídica y falleció el año 204 a.h. Su labor en la defensa de la Sunnah: El shafi goza de un lugar privilegiado en el corazón de todo el mundo, en especial de los que se ocupan de la ciencia del hadiz. El fundó la base de los relatos de hadices, defendió la Sunnah fuertemente. Los especialistas de hadiz lo denominaban:"Nasir As-sun-nah" Defensor de la Sunnah. Mohammed Ibn Alhasan dijo: "Si los sabios de hadiz hablaran un día, sepan que lo hacen con la lengua de Ash-shafí"

47. Full Alphabetical Index Translate this page ibn al-Banna (861) ibn Iraq, Mansur (1190) ibn Ishaq Hunayn (780) ibn Qurra, Thabit(1507*) ibn Sina (Avicenna) (1965*) ibn sinan, ibrahim (688) ibn Tahir (947 http://www.maththinking.com/boat/mathematicians.html

Full Alphabetical Index Click below to go to one of the separate alphabetical indexes A B C D ... XYZ The number of words in the biography is given in brackets. A * indicates that there is a portrait. A Abbe , Ernst (602*) Abel , Niels Henrik (2899*) Abraham bar Hiyya (641) Abraham, Max Abu Kamil Shuja (1012) Abu Jafar Abu'l-Wafa al-Buzjani (1115) Ackermann , Wilhelm (205) Adams, John Couch Adams, J Frank Adelard of Bath (1008) Adler , August (114) Adrain , Robert (79*) Adrianus , Romanus (419) Aepinus , Franz (124) Agnesi , Maria (2018*) Ahlfors , Lars (725*) Ahmed ibn Yusuf (660) Ahmes Aida Yasuaki (696) Aiken , Howard (665*) Airy , George (313*) Aitken , Alec (825*) Ajima , Naonobu (144) Akhiezer , Naum Il'ich (248*) al-Baghdadi , Abu (947) al-Banna , al-Marrakushi (861) al-Battani , Abu Allah (1333*) al-Biruni , Abu Arrayhan (3002*) al-Farisi , Kamal (1102) al-Haitam , Abu Ali (2490*) al-Hasib Abu Kamil (1012) al-Haytham , Abu Ali (2490*) al-Jawhari , al-Abbas (627) al-Jayyani , Abu (892) al-Karaji , Abu (1789) al-Karkhi al-Kashi , Ghiyath (1725*) al-Khazin , Abu (1148) al-Khalili , Shams (677) al-Khayyami , Omar (2140*) al-Khwarizmi , Abu (2847*) al-Khujandi , Abu (713) al-Kindi , Abu (1151) al-Kuhi , Abu (1146) al-Maghribi , Muhyi (602) al-Mahani , Abu (507) al-Marrakushi , ibn al-Banna (861) al-Nasawi , Abu (681) al-Nayrizi , Abu'l (621) al-Qalasadi , Abu'l (1247) al-Quhi , Abu (1146) al-Samarqandi , Shams (202) al-Samawal , Ibn (1569) al-Sijzi , Abu (708) al-Tusi , Nasir (1912) al-Tusi , Sharaf (1138) al-Umawi , Abu (1014) al-Uqlidisi , Abu'l (1028) Albanese , Giacomo (282) Albategnius (al-Battani) (1333*)

48. Angel Of Death's Permission - Hadith 66) with a chain containing `Abd alMun`im ibn Idris ibn sinan whom al mursal from`Ali ibn al-Husayn by al-Bayhaqi from Abu Ishaq ibrahim ibn Muhammad al http://www.livingislam.org/fiqhi/fiqha_e23.html

HOME quranic hadith fiqh ... email Hadith of the angel of death asking permission of the Prophet Narrated: Hajj Gibril www.sunnah.org see also: relatedissue document.write('?subject=h-s '); document.write(document.title); document.write('"> email'); Last upd: 20 www.livingislam.org

49. Al-Amali from alHasan b. Mahboob, from ibn sinan, from Abu al-A amash, from Abayah al-Asadifrom ibn Abbas - may reported to me from Ahmad b. ibrahim, who reported http://al-islam.org/amali/12.htm

Subject Index Search Announcements Feedback Chapter 10 Tenth Assembly Met on Wednesday, after the lapse of two nights of Rajab in the year 407. Al-Sheikh al-Mufid Abu Abdillah Muhammad b. Muhammad b. al-No'man - may Allah perpetuate His support to him - narrated to us in his mosque at Darb Ribah. 1. Allah reveals to Musa He said: Abul Qasim Ja'far b. Muhammad b. Qawlawayh - may Allah bless him with mercy, reported to me from his father, from Sa'd b. Abdillah, from Ahmad b. Muhammad b. Isa and Muhammad b. al-Husain b. Abul Khattab together, from al-Hasan b. Mahboob, from Ibn Sinan, from Abu Hamzah al-Thumali, that: Abu Ja'far Muhammad b. Ali al-Baqir, peace be upon him, said: Musa son of Imran, may Allah bless our Prophet (and his progeny) and him, said: "O Allah! Who are the sincere, pure servants of Yours among Your creation?" He said: "One with the generous palms and the bountiful feet. He speaks truthfully, and walks modestly. They are such that the mountains may move, but they would not." He said: "O Allah! Who are the ones who will land in the sacred abode at yours?" He (Allah) said: "They are the ones whose eyes do not look (at all) at the world and they do not let out their secrets in faith and they accept no bribe to attain the authority. Certitude is in their hearts and truth is on their tongues. They are under My shield in this world and in the sacred abode hereafter, they will be with Me."

50. MSN Encarta - Format Impression - Mathématiques Translate this page algèbre. Des géomètres, tels que ibrahim ibn sinan, poursuiventles études d’Archimède sur les aires et les volumes. Kamal http://fr.encarta.msn.com/text_761578291___17/mathématiques.html

Format impression math©matiques Format lecture Dans le menu Fichier, cliquez sur Imprimer. math©matiques Math©matiques du Moyen ‚ge et de la Renaissance Apr¨s Ptol©m©e appara®t une tradition consistant   ©tudier les connaissances math©matiques des si¨cles ant©rieurs et qui aura pour heureux corr©lat la pr©servation des ouvrages anciens. Cependant, les premiers d©veloppements fond©s sur ces connaissances n’appara®tront que dans le monde arabo-islamique. Math©matiques indiennes et arabes L’islam, n© dans la p©ninsule Arabique, conna®t pendant un si¨cle une expansion rapide et r¨gne sur un territoire s’©tendant de l’Espagne aux fronti¨res de la Chine. Cela am¨ne les musulmans   prendre connaissance des « sciences ©trang¨res ». Dans des centres tels que la Maison de la Sagesse,   Bagdad, des traducteurs, soutenus par les califes et par de riches m©c¨nes, donnent les versions arabes des ouvrages math©matiques grecs et indiens. Vers l’an 900, ce travail s’ach¨ve. Les savants musulmans utilisent ces acquis auxquels ils apportent de nouvelles contributions. Ainsi, les math©maticiens ©largissent le syst¨me de num©ration positionnel indien, en introduisant les fractions d©cimales. Au XII e  si¨cle, Omar Khayam, g©n©ralisant les m©thodes indiennes d’extraction des racines carr©es et cubiques, introduit les racines quatri¨mes, cinqui¨mes et d’ordres sup©rieurs. Al-Karadji compl¨te l’alg¨bre de Muhammad al-Khuwarizmi sur les polyn´mes, en introduisant des polyn´mes avec un nombre infini de termes — le nom d’al-Khuwarizmi a donn© le mot

51. Thankfulness   Shukr {Soorah Quraish (10634)}. Suhaib ibn sinan narrated that the Prophetsaid {Soorah ibrahim (14) 34}. H, the All Mighty also says http://members.tripod.com/ahya/thank.html

var cm_role = "live" var cm_host = "tripod.lycos.com" var cm_taxid = "/memberembedded" ahya.org English Resources Purification of the Soul Thankfulness "That is because Allah will never change the grace which He hath bestowed on a people until they change what is in their (own) souls" This is one of the ways in which Allah deals with His servants, for He made the condition of people directly related to their belief. If they change their belief, Allaah will change their condition. Allah will replace their security with fear, and their sustenance. And security and sustenance are two Allah's greatest graces. Allah says in the Quraan, "So let them worship Allah the Lord of this House (the Kaaba) Who provides them with food against hunger and with security against fear (of danger)" Suhaib ibn Sinan narrated that the Prophet said: "How remarkable is the case of the believer! There is good for him in everything, but this is not the case for anyone except for the believer. When the believer receives any good, he is thankful to Allah, and gets a reward. And when some misfortune befalls him, he endures it patiently, for which he is (also) rewarded." What is Thankfulness?

52. YAYASAN MENDAKI Www.mendaki.org.sg West Jabir ibn Haiyan, alKindi, al-Khawarizmi, al-Fargani, al-Razi, Thabit ibnQurra, al-Battani, Hunain ibn Ishaq, al-Farabi, ibrahim ibn sinan, al-Masudi http://www.mendaki.org.sg/category.jsp?cont_cat_id=6

53. À§´ëÇѼöÇÐÀÚ ¸ñ·Ï ibrahim, ibn sinan ibn Thabit ibn Qurra ibrahim Born 908 in Baghdad, (now in Iraq)Died 946 in Baghdad, (now in Iraq) Ingham, Albert Edward Ingham Born 3 http://www.mathnet.or.kr/API/?MIval=people_seek_great&init=I

54. Asil World Cup 2000 - StraightEgyptains.com - Arabian Horse Online - Arabische P 2. Tamir El Shah (Kamil ibn sinan x Talia Halima by 2. Kamsin Rodan (Ansata sinanx Khediva Rodaniyah by 2. Mahadin (Madkour Ix Mahameh by ibrahim) B O Z B P http://www.straightegyptians.com/barn/international/ac2000a.html

Germany, August 11 - 13, 2000 Judges - Richter: Judith Forbis/USA - Tamas Rombauer/Hungary - Dr. Khalil Soliman/Egypt - Dr. Wolfgang Cranz/Germany Colt Foals - Hengstfohlen: 1. Authentic Samourayii (Maysoun x Sajida by Ansata Ibn Jamila) 2. Tamir El Shah (Kamil Ibn Sinan x Talia Halima by Ruminaja Ali) One-year-old Colts - Einjährige Hengste: 1. Al Lahab (Laheeb x The Vision by Thee Desperado) B/Z: U. Ariely O/B: Lunzenhof, E. Friedmann/Germany 2. Kamsin Rodan (Ansata Sinan x Khediva Rodaniyah by Montasar) Two-year-old Colts - Zweijährige Hengste: 1. Hamra Aligance (Ali Valentino x Sonbohlas Music by Ruminaja Bahjat) B/Z: G. Weixelbaum 2. Kuwaiy Rodan (Salaa El Dine x Khediva Rodaniyah by Montasar) Three-year-old Colts - Dreijährige Hengste: 1. Ali Pasha (Abbas Pasha I x Medani by Masir) 2. Mahadin

55. Www.batmath.it Di Maddalena Falanga E Luciano Battaia Translate this page I matematici arabi, soprattutto ibrahim ibn sinan (909-946) e ibnal-Haytham (965-1041) avevano trovato una soluzione algebrica. http://www.batmath.it/matematica/a_apollonio/premessa.htm

Home page Il problema di Apollonio Premessa e presentazione del problema In questa monografia è trattato il famoso " problema di Apollonio ": date tre circonferenze, eventualmente degeneri, trovare le circonferenze tangenti a tutte tre . Per circonferenze degeneri si intendono quelle aventi raggio zero (i punti) o raggio infinito (le rette). Elementi Tangenze Apollonius Gallus, Parigi, 1600), P.Fermat ( De contactibus sphaericis, Varia opera mathematica , Tolosa 1679), I. Newton ( Philosophiae naturalis principia mathematica dati tre oggetti, punti rette o circonferenze, costruire, con riga e compasso, le circonferenze tangenti ai tre oggetti dati , con la convenzione che la tangenza ad un punto equivalga al passaggio per il punto. , r , r e centri C (x ,y ), C (x ,y C (x ,y ), le circonferenze tangenti cercate hanno un raggio r ed un centro C(x,y) tali che r r i x, y, r Il numero massimo di soluzioni varia comunque a seconda del tipo di oggetti dati, secondo la tabella seguente: Tipo di oggetti Numero massimo di soluzioni Tre cerchi Otto soluzioni Due cerchi e una retta Otto soluzioni Due cerchi e un punto Quattro soluzioni Un cerchio e due rette Otto soluzioni Un cerchio, una retta e una punto

56. Questions On Divorce 24190) with a chain containing Yazid ibn sinan alRuhawi Al-Bukhari also reportedfrom ibn `Abbas in his Sahih after being so ordered by his father ibrahim (as http://www.abc.se/~m9783/fiqhi/fiqha_e95.html

HOME quranic hadith fiqh ... email Questions On Divorce NNM wrote in a message It is desirable in the Law (mustahabb) that a Muslim obey his parents if they order him to divorce his wife as per the instructions of the Prophet A Muslim should obey his parents if they order him to divorce as per: I. In the Prophetic Narrations: The explicit instruction of the Prophet to that effect, narrated: II. In the Companion Reports: The practice and fatawa of the Companions to that effect, narrated: say: say. I heard him say, And Allah knows best. Blessings and peace on the Prophet, his Family, and his Companions. Hajj Gibril To this I solemnly swear, [Husband] We have witnessed the above. [Witnesses] see also: relatedissue document.write('?subject=h-s '); document.write(document.title); document.write('"> email'); Last upd: 20 www.livingislam.org

57. Rashid Al-Din Sinan See Hasan ibrahim Hasan, Tarikh al Dawla al Fatimiya (Cairo, 1958) p. 295. 16. 3,p. 239. On the titles given to sinan, see, Sibt ibn aiJawzi, Mir at az http://www.alamut.com/subj/ideologies/alamut/mirza-Sinan.html

Present Past Subjects Projects ... Misc RASHID AL-DIN SINAN NOTE: For a synopsis of this document and more information about the history of Alamut please refer to my Index to the History of Alamut RASHID AL-DIN SINAN by Dr. Naseeh Ahmed Mirza Melbourne (Australia) The Isma'ili movement was the most dynamic and vigorous of the Shi'i movements in the medieval Muslim World, and is still active and very well organized under the leadership of its present Imam, H. H. The Aga Khan Shah Karim al-Husayni. Through the Fatimid Caliphate in North Africa and Egypt (C.E. 909-1171), and through the Nizari Imamate at Alamut in Persia (C.E. 1094-1256), Isma'ilism presented an unexampled spiritual and political challenge to the dominance of Sunni orthodoxy and to the authority of contemporary Sunni rulers and dynasties, such as the Saljuq Sultans and Abbasid Caliphs. From previous standpoints, historians or scholars in both the East and West have given considerable attention to the medieval Isma'ilis, and especially to the so-called "Assassins" of Alamut and Misyaf. Western writers have also shown interest in the Isma'ilis of Syria led by the 'Old Man of the Mountains' (Shaikh al-Jabal), or accounts of the contacts of the Crusaders with them. The present article deals with the life and career of one of the greatest and most valiant of the Syrian Isma'ili da'is of the thirteenth century C.E. namely Rashid al-Din Sinan, (d. 1193 or 1194).

58. MuslimHeritage.com - Topics Abu AbdAllah Muhammad ibn Jabir ibn sinan Al-Battani was Abu Ali ibn Al-Hasan Al-Haythamwas born in Abu Ishaq ibrahim ibn Al-Zarqali, born in 1028 CE, was a http://www.muslimheritage.com/topics/default.cfm?TaxonomyTypeID=18&TaxonomySubTy

59. Salaam Knowledge ibn Qurrah, 943, A Chief of the Baghdad Hospital. In 931 S sinan Kwhaja Mimar,1489 - 1578, The greatest Muslim architect. sinan Pash Sinasi ibrahim http://www.salaam.co.uk/knowledge/biography/bio_letter.php?letter=s

60. Famous Mathematicians With An I Mansur ibn Iraq Hunayn ibn Ishaq Ahmed ibn Yusuf ibrahim ibn sinan AlbertIngham Kiyosi Ito Sir James Ivory Kenkichi Iwasawa Skokichi Iyanaga, http://www.famousmathematician.com/az/mathematician_I.htm

Mathematicians - I Mansur ibn Iraq Hunayn ibn Ishaq Ahmed ibn Yusuf Ibrahim ibn Sinan Albert Ingham Kiyosi Ito Sir James Ivory Kenkichi Iwasawa Skokichi Iyanaga Send mail to webmaster@famousmathematician.com with questions or comments about this web site. www.famousmathematician.com Last modified: January 23, 2003

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