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Ahmad Al-Buni
image:Shams al-Ma'arif.jpg, upShams al-Ma'arif al-Kubra, a manuscript copy, beginning of 17th century Sharaf al-Din or Shihab al-Din or Muḥyi al-Din Abu al-Abbas Aḥmad ibn Ali ibn Yusuf al-Qurashi al-Sufi, better known as Ahmad al-Buni ( ar, أحمد البوني), born in Buna, in present-day Annaba, Algeria, died 1225, was a mathematician and philosopher and a well known Sufi and writer on the esoteric value of letters and topics relating to mathematics, ''sihr'' (Magic (paranormal), sorcery) and spirituality, but very little is known about him. Al-Buni lived in Egypt and learned from many eminent Sufi masters of his time. A contemporary of Ibn Arabi, he is best known for writing one of the most important books of his era; the ''Shams al-Ma'arif'', a book that is still regarded as the foremost occult text on talismans and divination. Contributions Theurgy Instead of ''sihr'' (Sorcery), this kind of magic was called Simiyya, ''Ilm al-Hikmah'' (Knowledge of the Wisdom), ...
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Shams Al-Ma'arif
''Shams al-Ma'arif'' or ''Shams al-Ma'arif wa Lata'if al-'Awarif'' is a 13th-century grimoire on Arabic magic and a manual for achieving esoteric spirituality. It was written by the scholar Ahmad al-Buni who wrote it while living in Ayyubid Egypt, he died around 1225 CE (622 AH). The ''Shams al-Ma'arif'' is generally regarded as the most influential textbook of its type in the Arab world, and is arguably as important as, if not more than, the Picatrix in both hemispheres. In contemporary form the book consists of two volumes; ''Shams al-Ma'arif al-Kubra'' and ''Shams al-Ma'arif al-Sughra'', the former being the larger of the two. The first few chapters introduce the reader to magic squares, and the combination of numbers and the alphabet that are believed to bring magical effect, which the author insists is the only way to communicate with jinn, angels and spirits. The table of contents that were introduced in the later printed editions of the work contain a list of unnumbere ...
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Magic Squares
In recreational mathematics, a square array of numbers, usually positive integers, is called a magic square if the sums of the numbers in each row, each column, and both main diagonals are the same. The 'order' of the magic square is the number of integers along one side (''n''), and the constant sum is called the 'magic constant'. If the array includes just the positive integers 1,2,...,n^2, the magic square is said to be 'normal'. Some authors take magic square to mean normal magic square. Magic squares that include repeated entries do not fall under this definition and are referred to as 'trivial'. Some well-known examples, including the Sagrada Família magic square and the Parker square are trivial in this sense. When all the rows and columns but not both diagonals sum to the magic constant this gives a ''semimagic square (sometimes called orthomagic square). The mathematical study of magic squares typically deals with their construction, classification, and enumeration. A ...
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13th-century Algerian People
The 13th century was the century which lasted from January 1, 1201 ( MCCI) through December 31, 1300 ( MCCC) in accordance with the Julian calendar. The Mongol Empire was founded by Genghis Khan, which stretched from Eastern Asia to Eastern Europe. The conquests of Hulagu Khan and other Mongol invasions changed the course of the Muslim world, most notably the Siege of Baghdad (1258), the destruction of the House of Wisdom and the weakening of the Mamluks and Rums which, according to historians, caused the decline of the Islamic Golden Age. Other Muslim powers such as the Mali Empire and Delhi Sultanate conquered large parts of West Africa and the Indian subcontinent, while Buddhism witnessed a decline through the conquest led by Bakhtiyar Khilji. The Southern Song dynasty would begin the century as a prosperous kingdom but would eventually be invaded and annexed into the Yuan dynasty of the Mongols. The Kamakura Shogunate of Japan would be invaded by the Mongols. Goryeo ...
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1225 Deaths
1 (one, unit, unity) is a number representing a single or the only entity. 1 is also a numerical digit and represents a single unit of counting or measurement. For example, a line segment of ''unit length'' is a line segment of length 1. In conventions of sign where zero is considered neither positive nor negative, 1 is the first and smallest positive integer. It is also sometimes considered the first of the infinite sequence of natural numbers, followed by  2, although by other definitions 1 is the second natural number, following  0. The fundamental mathematical property of 1 is to be a multiplicative identity, meaning that any number multiplied by 1 equals the same number. Most if not all properties of 1 can be deduced from this. In advanced mathematics, a multiplicative identity is often denoted 1, even if it is not a number. 1 is by convention not considered a prime number; this was not universally accepted until the mid-20th century. Additionally, 1 is the s ...
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Khalili Collection Of Islamic Art
The Nasser D. Khalili Collection of Islamic Art includes 28,000 objects documenting Islamic art over a period of almost 1400 years, from 700 AD to the end of the twentieth century. It is the largest of the Khalili Collections: eight collections assembled, conserved, published and exhibited by the British-Iranian scholar, collector and philanthropist Nasser David Khalili, each of which is considered among the most important in its field. Khalili's collection is one of the most comprehensive Islamic art collections in the world and the largest in private hands. In addition to copies of the Quran, and rare and illustrated manuscripts, the collection includes album and miniature paintings, lacquer, ceramics, glass and rock crystal, metalwork, arms and armour, jewellery, carpets and textiles, over 15,000 coins, and architectural elements. The collection includes folios from manuscripts with Persian miniatures, including the Great Mongol ''Shahnameh'', the ''Shahnameh'' of Shah Tahma ...
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Durham University
, mottoeng = Her foundations are upon the holy hills ( Psalm 87:1) , established = (university status) , type = Public , academic_staff = 1,830 (2020) , administrative_staff = 2,640 (2018/19) , chancellor = Sir Thomas Allen , vice_chancellor = Karen O’Brien , city = Durham and Stockton-on-Tees , state = , country = England , campus_size = , students = () , undergrad = () , postgrad = () , free_label = Student newspaper , free = '' Palatinate'' , colours = Palatinate , endowment = £98.2 million , budget = £393.2 million , academic_affiliations = Russell Group ACU Coimbra Group EUA N8 Group Matariki Network of Universities University of the Arctic Universities UK Virgo Consortium , sporting_affiliations = BUCS, Wallace Group , sports_free_label = Sports team , sports_free = Team Durham , website = , logo = , embedded = Durham University (legally the University of Durham) is a collegiate public research univ ...
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Khalili Collection Islamic Art Mss 0300 Fol 108b-109a
Khalili ( ar, خلیلي) is a common Arabic-based surname, meaning "originating from Al-Khalil also known as Hebron". It is composed of root word Khalil (meaning "companion" or "friend") plus the Arabic suffix "i" meaning "from" or "of". Khalili is also commonly used in Persian, Afghani and other Muslim surnames. Khalili may refer to: Persons Khalili *Abbas Khalili, also known as Abbas al-Khalili (1896–1972), Iraqi-born Iranian diplomat, newspaper publisher * Abdul Khalili (born 1992), full name Abdul Rahman Khalili, Swedish football player of Palestinian origin *Anousheh Khalili (born 1983), Iranian-American singer-songwriter *Aram Khalili (born 1989), Norwegian football player of Iranian Kurdish origin * Fowzieh Khalili (born 1958), Indian female cricketer *Imad Khalili (born 1987), Swedish football player of Palestinian origin *Karim Khalili, Afghani politician, Vice President of Afghanistan *Khalilullah Khalili (1907–1987), alternative spellings Khalilollah, Khalil Ul ...
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Talismans In The Bábí And Bahá'í Faiths
A talisman is any object ascribed with religious or magical powers intended to protect, heal, or harm individuals for whom they are made. Talismans are often portable objects carried on someone in a variety of ways, but can also be installed permanently in architecture. Talismans are closely linked with amulets, fulfilling many of the same roles, but a key difference is in their form and materiality, with talismans often taking the form of objects (eg., clothing, weaponry, or parchment) which are inscribed with magic texts. Talismans have been used in many civilizations throughout history, with connections to astrological, scientific, and religious practices; but the theory around preparation and use has changed in some cultures with more recent, new age, talismanic theory. Talismans are used for a wide array of functions, such as: the personal protection of the wearer, loved ones or belongings, aiding in fertility, and helping crop production. Etymology The word ''talisman'' ...
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Studia Iranica
''Studia Iranica'' is a biannual peer-reviewed academic journal covering Iranian and Persianate history, literature, and society published by Peeters Publishers on behalf of the Association for the Advancement of Iranian Studies. The editors-in-chief are Marcel Bazin (University of Reims Champagne-Ardenne The University of Reims Champagne-Ardenne (; URCA), also known simply as the University of Reims, is a public university based in Reims, France. In addition to the main campus in Reims, the university has several campuses located throughout ...) and Rémy Boucharlat ( University of Lyon). Articles are published in English or French and cover a period ranging from the proto-historical to the modern period, while its geographic boundaries coincide with those of the area where ancient Iranian or modern Iranian languages were or are spoken. Abstracting and indexing The journal is abstracted and indexed in: References External links * Iranian studies journals His ...
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Denis MacEoin
Denis M. MacEoin (26 January 1949 – 6 June 2022) was a British academic, scholar and writer with a focus on Persian, Arabic and Islamic studies. He authored several academic books and articles, as well as many pieces of journalism. Since 2014 he published a number of essays on current events with a Middle Eastern focus at the Gatestone Institute, of which he is a Senior Fellow. He was a Senior Editor from 2009 to 2010 at '' Middle East Quarterly'', a publication of the American think tank Middle East Forum, where he is also a Fellow. From 2006-2015 MacEoin wrote a blog entitled ''A Liberal Defence of Israel'', "designed to correct the false impression that Israel is an illiberal, fascist, or apartheid state." In 2007 he authored a report entitled ''The Hijacking of British Islam'', which garnered considerable criticism labelling him as a neo-conservative and accusations of forgery. As a novelist, MacEoin wrote under the pen names Daniel Easterman and Jonathan Aycliffe. Mac ...
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Lettrist
Lettrism is a French avant-garde movement, established in Paris in the mid-1940s by Romanian immigrant Isidore Isou. In a body of work totaling hundreds of volumes, Isou and the Lettrists have applied their theories to all areas of art and culture, most notably in poetry, film, painting and political theory. The movement has its theoretical roots in Dada and Surrealism. Isou viewed his fellow countryman Tristan Tzara as the greatest creator and rightful leader of the Dada movement, and dismissed most of the others as plagiarists and falsifiers. Among the Surrealists, André Breton was a significant influence, but Isou was dissatisfied by what he saw as the stagnation and theoretical bankruptcy of the movement as it stood in the 1940s. In French, the movement is called ''Lettrisme'', from the French word for ''letter'', arising from the fact that many of their early works centred on letters and other visual or spoken symbols. The ''Lettristes'' themselves prefer the spelling 'Lett ...
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Hurufi
Hurufism ( ar, حُرُوفِيَّة ''ḥurūfiyyah'', Persian: حُروفیان ''hōrufiyān'') was a Sufi movement based on the mysticism of letters (''ḥurūf''), which originated in Astrabad and spread to areas of western Iran (Persia) and Anatolia in the late 14th and early 15th centuries. Foundation The founder and spiritual head of the Hurufi movement was Fazlallah Astarabadi (1340–94). Born in Astrabad (now Gorgan, Iran), he was strongly drawn to Sufism and the teachings of Mansur Al-Hallaj and Rumi at an early age. In the mid-1370s, Fazlallah started to propagate his teachings all over Iran and Azerbaijan. While living in Tabriz, Fazlallah gained an elite following in the court of the Jalairid Sultanate. At that time, Fazlallah was still in the mainstream of Sufi tradition. Later, he did move towards more esoteric spirituality, and, failing to convert Timur, was executed in 1394 near Alinja Tower in Nakhchivan by the ruler's son, Miran Shah. The large upri ...
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