Polytechnic Institute of Paris in the context of "École polytechnique"

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Polytechnic Institute of Paris in the context of École Polytechnique

École polytechnique (French pronunciation: [ekɔl pɔlitɛknik], lit.'Polytechnic School'; also known as Polytechnique or l'X [liks]) is a grande école located in Palaiseau, France. It specializes in science and engineering and is a founding member of the Polytechnic Institute of Paris.

The school was founded in 1794 by mathematician Gaspard Monge during the French Revolution and was militarized under Napoleon I in 1804. It is still supervised by the French Ministry of Armed Forces. Originally located in the Latin Quarter in central Paris, the institution moved to Palaiseau in 1976, in the Paris-Saclay technology cluster.

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Polytechnic Institute of Paris in the context of Université Paris-Saclay

Paris-Saclay University (French: Université Paris-Saclay, pronounced [ynivɛʁsite paʁi saklɛ]) is a combined technological research institute and public research university in Orsay, France. Paris-Saclay was established in 2019 after the merger of four technical grandes écoles, as well as several technological institutes, engineering schools, and research facilities; giving it fifteen constituent colleges with over 48,000 students combined.

With the merger, the French government has explicitly voiced their wish to rival top American technological research institutes, such as MIT. The university has over 275 laboratories in particle physics, nuclear physics, astrophysics, atomic physics and molecular physics, condensed matter physics, theoretical physics, electronics, nanoscience and nanotechnology. It is part of the larger Paris-Saclay cluster, which is a research-intensive academic campus encompassing Paris-Saclay University, the Polytechnic Institute of Paris, combined with a business cluster for high-technology corporations. Paris-Saclay notably also includes the Institut des Hautes Études Scientifiques, where many contributions to the development of modern mathematics have been made, among them modern algebraic geometry and catastrophe theory.

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