Pierre Schapira

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Mikio Sato is a Japanese mathematician known for founding the fields of algebraic analysis, hyperfunctions, and holonomic quantum fields. He is a professor at the Research Institute for Mathematical Sciences in Kyoto.

Pierre is a masculine given name. It is a French form of the name Peter. Pierre originally meant "rock" or "stone" in French. It is a translation of Aramaic כיפא (Kefa), the nickname Jesus gave to apostle Simon Bar-Jona, referred in English as Saint Peter. Pierre is also found as a surname.

Killing of Muhammad al-Durrah 2000 fatal shooting of a Palestinian boy in the Gaza Strip

On 30 September 2000, the second day of the Second Intifada, 12-year-old Muhammad al-Durrah was killed in the Gaza Strip during widespread protests and riots across the Palestinian territories against Israeli military occupation. Jamal al-Durrah and his son Muhammad were filmed by Talal Abu Rahma, a Palestinian television cameraman freelancing for France 2, as they were caught in crossfire between the Israeli military and Palestinian security forces. Footage shows them crouching behind a concrete cylinder, the boy crying and the father waving, then a burst of gunfire and dust. Muhammad is shown slumping as he is mortally wounded by gunfire, dying soon after.

Sparky the Sun Devil Arizona State University mascot

Sparky the Sun Devil is the official mascot of Arizona State University. Originally the ASU athletic teams' mascot was an owl, then became a "Normal". It was later changed to a bulldog in an attempt to make the school – Arizona State Teacher's College at the time – appear more in line with Yale and other universities that held a higher level of respect. The State Press, the student newspaper, ran frequent appeals during the fall of 1946, urging the Bulldog to be replaced by the new Sun Devil. On November 8, 1946, the student body voted 819 to 196 to make the change. On November 20, as reported by the Arizona Republic, the student council made it official. The following day, the first Arizona State team played as the Sun Devils. Two years later, alumnus and Disney illustrator Bert Anthony designed "Sparky", a devil holding a trident. Anthony is rumored to have based Sparky's facial features on that of his former boss, Walt Disney. Sparky is officially known as a "mischievous imp", with no other backstory than that.

Pierre Schapira (politician) French politician

Pierre Lionel Georges Schapira is a French politician and Member of the European Parliament for the Île-de-France. He is a member of the Socialist Party, which is part of the Party of European Socialists, and sits on the European Parliament's Committee on Development.

In mathematics, specifically in category theory, the category of small categories, denoted by Cat, is the category whose objects are all small categories and whose morphisms are functors between categories. Cat may actually be regarded as a 2-category with natural transformations serving as 2-morphisms.

Masaki Kashiwara Japanese mathematician (born 1947)

Masaki Kashiwara is a Japanese mathematician. He was a student of Mikio Sato at the University of Tokyo. Kashiwara made leading contributions towards algebraic analysis, microlocal analysis, D-module theory, Hodge theory, sheaf theory and representation theory.

Hermann Schapira Lithuanian rabbi, mathematician and zionist.

Zvi Hermann Schapira, or Hermann Hirsch Schapira, was a Lithuanian rabbi, mathematician at the University of Heidelberg, and Zionist. He was the first to suggest founding a Jewish National Fund for the purchase of land in Palestine.

Schapira is a surname. Notable people with the surname include:

Tea tasting Tasting

Tea tasting is the process in which a trained taster determines the quality of a particular tea. Due to climatic conditions, topography, manufacturing process, and different cultivars of the Camellia sinensis plant (tea), the final product may have vastly differing flavours and appearance. A trained tester can detect these differences and ascertain the tea's quality prior to sale or possible blending.

Algebraic analysis is an area of mathematics that deals with systems of linear partial differential equations by using sheaf theory and complex analysis to study properties and generalizations of functions such as hyperfunctions and microfunctions. As a research programme, it was started by the Japanese mathematician Mikio Sato in 1959. This can be seen as an algebraic geometicazation of analysis.

Euler calculus is a methodology from applied algebraic topology and integral geometry that integrates constructible functions and more recently definable functions by integrating with respect to the Euler characteristic as a finitely-additive measure. In the presence of a metric, it can be extended to continuous integrands via the Gauss–Bonnet theorem. It was introduced independently by Pierre Schapira and Oleg Viro in 1988, and is useful for enumeration problems in computational geometry and sensor networks.

Pierre Schapira is a French mathematician.

Falculelle

Falculelle are a typical dessert of the Corsican cuisine.

Cuisine of Corsica Traditional Cuisine of Corsica, France

The cuisine of Corsica is the traditional cuisine of the island of Corsica. It is mainly based on the products of the island, and due to historical and geographical reasons, has much in common with Italian cuisine, and marginally with those of Nice and Provence.

Fiadone

Fiadone is a Corsican cheesecake without bottom layer, made of brocciu, sugar, lemon zest and eggs. The Fiadone can have round or rectangular shape: it is baked in oven and served cold.

Campanile is a Corsican cake generally shaped as a crown, made of yeast dough. It is a typical dessert of the cuisine of Corsica and is a traditional Easter cake: the boiled eggs in the cake look like little bells inside the bell tower and represent the renewed fertility of the earth after the end of winter, remembering also the tradition to unleash the bells at Easter, after having tethered them at Good Friday.

André Martineau was a French mathematician, specializing in mathematical analysis.

In category theory, a branch of mathematics, a limit or a colimit of presheaves on a category C is a limit or colimit in the functor category .

In algebraic topology, a locally constant sheaf on a topological space X is a sheaf on X such that for each x in X, there is an open neighborhood U of x such that the restriction is a constant sheaf on U. It is also called a local system. When X is a stratified space, a constructible sheaf is roughly a sheaf that is locally constant on each member of the stratification.