Search results

{{Short description|German mathematician (born 1956)}} ...2021 |access-date=3 October 2021 |website=Biblioteka Narodowa}}</ref> is a German mathematician specialising in [[Iwasawa theory]] and the structure of [[Gal ...

...21, 1942) is an American [[mathematician]] who has performed research in [[number theory]] and [[algebraic geometry]]. He is a Distinguished Professor emerit ...n|last=Erem}}.</ref> He earned a double baccalaureate in [[German language|German]] and mathematics (with highest distinction) in 1964 from the [[University ...

| known_for = [[Number theory]]<br/> Being one of the original [[cryptanalysis|cryptanalysts]] at ...Signal Intelligence in World War II’ vol 2</ref> The group was led by the German professor of mathematics [[Wolfgang Franz (mathematician)|Wolfgang Franz]]. ...

...eine Zeitung]] (FAZ)|date=12 November 2016}} (obituary notice)</ref> was a German mathematician, known for his research in [[group theory]], especially the t ...uarterly Journal of Mathematics |pages=134–151 }}</ref> and determined the number of generators of a finite solvable group in terms of structure and embeddin ...

{{Short description|German mathematician (1931–2022)}} ...8 June 1931 – 22 March 2022) was a German mathematician, specializing in [[number theory]].<ref>[[Andrzej Schinzel]], [[Wolfgang M. Schmidt]] ''The mathemati ...

{{Short description|German mathematician (1911–1962)}} | citizenship = German ...

<!-- Translation from German Wikipedia article on Aug 15, 2008 --> ...to [[linear algebra]] (theory of [[elementary divisors]]) and [[algebraic number theory]] (Stickelberger relation in the theory of [[cyclotomic field]]s). ...

{{Short description|German mathematician (1940–2021)}} ...aueranzeige/klaus-roggenkamp Klaus Roggenkamp] {{in lang|de}}</ref>) was a German mathematician, specializing in algebra. ...

{{Expand German|topic=bio|Hugh C. Williams|date=October 2018}} *[[Number theory]] ...

...n mathematics, as well as the foundation of this fruitful cooperation with German mathematicians, earned him the L. Meithner-A.v.Humboldt Prize by the [[Al ...1982, and the incumbent of the Cissie and Aaron Beare chair in Algebra and Number Theory in 1998. ...

...through the following construction. Let <math>F</math> be a [[totally real number field]] and <math>A</math> a quaternion algebra over <math>F</math> satisfy ...points in the orthogonal group associated to quadratic forms defined over number fields (and satisfying certain conditions). ...

...en in the form of extended logical systems like [[modal logic]]. But other theorists draw the distinction between the philosophy of logic and philosophical logi ...losophical Logic''. New York: Cambridge University Press, 2013.</ref> Some theorists use these two terms for the same discipline while others see them as distin ...

|Erdős number = After completing his PhD, Stallings held a number of postdoctoral and faculty positions, including being an NSF postdoctoral ...

...fugues), which became known as ''The Well-Tempered Clavier'', Part Two (in German: ''Zweyter Theil'', modern spelling: ''Zweiter Teil''). ...became popular as the standard keyboard tuning, and had been described by theorists and musicians for at least a century before Bach's birth. Accounts of Bach ...

...thematician]] working in the field of [[analytic number theory]], [[p-adic number|''p''-adic numbers]] and [[Dirichlet series]]. His textbook ''Foundations of [[Analytic Number Theory]]'' went to two editions, 1975 and 1983.<ref name="1998a"/> ...

...ems, like [[first-order logic]], qualify as logics. For such reasons, some theorists deny that [[higher-order logic]]s are logics in the strict sense.{{sfnm|1a1 ...".{{sfnm|1a1=Maltby|1a2=Day|1a3=Macaskill|1y=2007|2a1=Dowden|1p=564}} Some theorists state that formal logic studies the general form of arguments while informa ...

...as being defined by equations involving [[Real number|real]] or [[complex number]]s, and tacitly assumed they were continuous: ...al concept of a function requires that a function of ''x'' be defined as a number given for each ''x'' and varying gradually with ''x''. The value of the fun ...

...lysis dates back to the 17th century. Then, mainly in [[Holy Roman Empire|German]] universities, a style of instruction emerged which dealt specifically wit ...generalized eigenvector|vector]]s&nbsp;''p'' and&nbsp;''q'' and a positive number&nbsp;''λ'' that would solve the [[complementarity theory|complementarity]] ...

The '''value-form''' or '''form of value''' (''"Wertform"'' in German) <ref>In English, one would normally say "the form of value", "the form tha ...''. London: Sage, 2018, pp. 386-401.</ref> and [[post-Marxism|Post-Marxist theorists]].<ref>Neil Larsen, Mathias Nilges, Josh Robinson, and Nicholas Brown (eds. ...

Einstein's wording of the first postulate was one with which nearly all theorists of his day could agree. His second postulate expresses a new idea about the ...ght from <math>S_2</math> to <math>S_1</math> is continuous, how could the number of periods emitted per second from <math>S_2</math> be different from that ...