Search results

{{Short description|Swiss mathematician and mountain climer}} |nationality=Swiss ...

{{Short description|Swiss mathematician}} ...of the Swiss commission for the teaching of mathematics and founder of the Swiss association of teachers of mathematics.{{sfn | Fehr | 1921–1922 | p=83 }} H ...

{{short description|Swiss mathematician and politician}} | nationality = [[Switzerland|Swiss]] ...

{{short description|Swiss and American mathematician}} | nationality = Swiss; American ...

{{Short description|Swiss mathematician}} '''Walter Gröbli''' (23 September 1852 – 26 June 1903) was a Swiss [[mathematician]]. ...

{{Short description|Belgian-Swiss financial mathematician}} ...Delbaen''' (born 21 November 1946 in [[Duffel]], [[Belgium]]) is a Belgian-Swiss mathematician. He is professor emeritus of [[financial mathematics]] at [[E ...

{{short description|Swiss mathematician}} |nationality = [[Switzerland|Swiss]] ...

{{Short description|Swiss physicist and mathematician}} '''Giovanni Felder''' (18 November 1958 in [[Aarau]]) is a Swiss mathematical physicist and mathematician, working at ETH Zurich. He special ...

...[[orthogonal polynomials]]. They are named after the [[Switzerland|Swiss]] mathematicians [[Michel Plancherel]] and his [[PhD]] student [[Walter Rotach]], who first The case for the associated Laguerre polynomial was derived by the Swiss mathematician [[Egon Möcklin]], another PhD student of Plancherel and [[Geo ...

{{Short description|Swiss mathematician}} ...Buser''', known as Peter Buser, (born 27 February 1946 in [[Basel]]) is a Swiss mathematician, specializing in differential geometry and global analysis. ...

...web|title=List of guests|url=https://www.fim.math.ethz.ch/guests|publisher=Swiss Federal Institute of Technology|access-date=23 February 2014}}</ref> ...nary and Invited Speakers|Invited speaker at the International Congress of Mathematicians]] in Berkeley, 1986 <ref name=Oakes/> ...

* First exoplanet orbiting a solar-type star discovered by Swiss astronomers [[Didier Queloz]] and [[Michel Mayor]] in 1995 ([[51 Pegasi b]] ...cation |url=http://houseofswitzerland.org/swissstories/science-education/8-swiss-inventions-changed-world |access-date=2024-07-25 |website=houseofswitzerlan ...

...alifornia, Berkeley]]<br>[[Institut des Hautes Études Scientifiques]]<br>[[Swiss Federal Institute of Technology at Zurich|ETH Zürich]] ...ebsite=}}</ref> Since 1987, he was with the department of mathematics, [[Swiss Federal Institute of Technology Zürich]] (ETH Zürich) till his retirement. ...

...an]] philosophers [[Scipione Chiaramonti]] and [[Fortunio Liceti]] and the Swiss mathematician [[Bartolomeo Sovero|Barthélemy Souvey]], who succeeded him in [[Category:17th-century Italian mathematicians]] ...

...imal rank'', i.e. contain a [[maximal torus]]. It is named after the Swiss mathematicians [[Armand Borel]] and Jean de Siebenthal who developed the theory in 1949. E ...

In 1577, a {{lang|la|Compendium}} was sent to expert mathematicians outside the reform commission for comments. Some of these experts, includin ...of Bohemia]], some Catholic [[Swiss cantons]]{{efn|name="CH"|In the [[Old Swiss Confederacy]], [[Helvetic Republic]], or [[Switzerland]], adoptions were ma ...

...y a special symbol (e.g., an [[Letter (alphabet)|alphabet letter]]), or by mathematicians' names to facilitate using it across multiple [[mathematical problem]]s.<re The [[Switzerland|Swiss]] mathematician [[Jacob Bernoulli]] discovered that {{mvar|e}} arises in [[ ...

...ew subsection, Chi IVc, in recognition of their increasing importance. The mathematicians were considered a research group, whose job was to make the initial break i ...ese were branch stations at [[Lörrach]] with eight intercept sets to track Swiss traffic, [[Tennenlohe]] was a backup/emergency station with five sets and t ...

...| isbn=978-0-321-58876-0}}</ref> [[Pierre de Fermat]] was one of the first mathematicians to propose a general technique, [[adequality]], for finding the maxima and ...| isbn=978-0-321-58876-0}}</ref> [[Pierre de Fermat]] was one of the first mathematicians to propose a general technique, [[adequality]], for finding the maxima and ...

...0</ref><ref>Gindikin, Semyon Grigorevich (1988). ''Tales of Physicists and Mathematicians'', p. 86–87</ref><ref>Jammer, Max (1997). ''Concepts of Mass in Classical a [[Bernoulli's principle]] was discovered by Dutch-Swiss mathematician and physicist [[Daniel Bernoulli]] and named after him. It st ...