Sir Michael Francis Atiyah (/əˈtiːə/; 22 April 1929 – 11 January 2019) was a British-Lebanese mathematician specialising in geometry. His contributions...

Islamic and Crusades studies Sir Michael Atiyah (1929–2019), British mathematician, brother of Patrick Patrick Atiyah (1931–2018), English barrister and legal...

In differential geometry, the Atiyah–Singer index theorem, proved by Michael Atiyah and Isadore Singer (1963), states that for an elliptic differential...

Patrick Selim Atiyah, QC FBA (5 March 1931 – 30 March 2018) was an English lawyer and legal scholar. He was best known for his work in the common law,...

In mathematics, the Atiyah algebroid, or Atiyah sequence, of a principal G {\displaystyle G} -bundle P {\displaystyle P} over a manifold M {\displaystyle...

Edward Selim Atiyah (Arabic: ادوار سليم عطية‎; 1903 – 22 October 1964) was an Anglo-Lebanese author and political activist. He is best known for his 1946...

Deir Atiyah or Dayr Atiyah (Arabic: ديرعطية) is a town in Syria, located between the Qalamoun Mountains and the Eastern Lebanon Mountains Series, 88 kilometres...

M. Atiyah published a paper in which he described many new examples of topological quantum field theory that were considered at that time (Atiyah 1988a)(Atiyah...

Atiyah Abd al-Rahman (Arabic: عطية عبد الرحمن; 1969 – August 22, 2011), born Jamal Ibrahim Ashtiwi al Misrati, was reported by the US State Department...

In algebraic geometry, the Atiyah–Bott formula says the cohomology ring H ∗ ⁡ ( Bun G ⁡ ( X ) , Q l ) {\displaystyle \operatorname {H} ^{*}(\operatorname...

In mathematics, the Atiyah–Jones conjecture is a conjecture about the homology of the moduli spaces of instantons. The original form of the conjecture...

In mathematics, the Atiyah conjecture is a collective term for a number of statements about restrictions on possible values of l 2 {\displaystyle l^{2}}...

In mathematics, the Atiyah conjecture on configurations is a conjecture introduced by Atiyah (2000, 2001) stating that a certain n by n matrix[which?]...

Atiyah ibn Sa'd ibn Junādah al-'Awfi (Arabic: عطية بن سعد بن جنادة) [died 729] was an early Muslim scholar of Islam. He is regarded as a reliable narrator...

In mathematics, the Atiyah–Bott fixed-point theorem, proven by Michael Atiyah and Raoul Bott in the 1960s, is a general form of the Lefschetz fixed-point...

conformal equivalents on the sphere, the Laplacian in euclidean n-space and the Atiyah–Singer–Dirac operator on a spin manifold, Rarita–Schwinger/Stein–Weiss type...

California, Berkeley. Singer is noted for his work with Michael Atiyah, proving the Atiyah–Singer index theorem in 1962, which paved the way for new interactions...

Atiyah's Accidents, Compensation and the Law (2006) is a legal text, which marked the first of Cambridge University Press's "Law in Context" series. It...

Jarir ibn Atiyah Born c. 650 Najd, Rashidun Caliphate (present-day Saudi Arabia) Died c. 728 Najd, Umayyad Caliphate (present-day Saudi Arabia) Occupation...

The Atiyah–Segal completion theorem is a theorem in mathematics about equivariant K-theory in homotopy theory. Let G be a compact Lie group and let X be...

The Chaouia (Arabic: الشاوية, romanized: shāwiyya) is a plain and historical and ethno-geographical region of Morocco in the historical region of Tamesna...

so are defined using zeta function regularization. It was introduced by Atiyah, Patodi, and Singer (1973, 1975) who used it to extend the Hirzebruch signature...

structures and many insights into 3-manifold topology have resulted. Atiyah 1988 Atiyah, Michael (1988). "New invariants of 3- and 4-dimensional manifolds"...

mathematics, the Atiyah–Hirzebruch spectral sequence is a spectral sequence for calculating generalized cohomology, introduced by Michael Atiyah and Friedrich...

k_{F}(M)=\sum _{i=0}^{2n}\dim H^{2i}(M,F){\bmod {2}}} where F is a field. Michael Atiyah and Isadore Singer (1971) showed that the Kervaire semi-characteristic of...

connections have been intensively studied in specific circumstances. Michael Atiyah and Raoul Bott studied the Yang–Mills equations for bundles over compact...

coming from Kuiper's theorem is the proof of the Atiyah–Jänich theorem (after Klaus Jänich and Michael Atiyah), stating that the space of Fredholm operators...

discussion formulated it).[citation needed] The major Atiyah–Bott papers on what is now the Atiyah–Bott fixed-point theorem were written in the years up...

numerically proportional. The first example of a flop, known as the Atiyah flop, was found in (Atiyah 1958). Let Y be the zeros of x y = z w {\displaystyle xy=zw}...

meteorological agency named Atiyah, the first system to receive its name from the Irish, British and Dutch storm naming list. After Atiyah passed, storms Daniel...