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...in [[complex analysis]], [[approximation theory]], [[numerical analysis]], and [[potential theory]]. ==Education and career== ...

| death_date = {{Death date and age|2020|8|27|1939|12|10}} ...e]] (1961), master's degree from [[Yale University]] (1964), PhD from Yale University (1966) ...

| education = [[Sharif University of Technology]] [[City College of New York]] ...

...h.psu.edu/wdb/CV.html Curriculum vitae], retrieved January 25, 2015.</ref> and is particularly known for his proof of explicit degree bounds that can be u | series = London Math. Soc. Lecture Note Ser. ...

...ysis by Equations with an infinite number of terms'',<ref>[[Nicholls State University]] Thibodaux, Louisiana [https://docs.google.com/viewer?a=v&q=cache:ltcI46hB ...q=de+analysi+per+aequationes+numero+terminorum+infinitas&pg=PA34 Cambridge University Press, 28 Aug 2003 ] Retrieved 27 January 2012 {{ISBN|0-521-00794-1}}</ref> ...

...e=Utah>{{cite web|title=Stephen M. Gersten|website=Mathematics Department, University of Utah|url=https://www.math.utah.edu/research/brochure/gerton.pdf}}</ref> ...Utah/> His PhD students include [[Roger C. Alperin]], [[R. Keith Dennis]] and [[Edward W. Formanek]].<ref name="mgp"/> ...

{{short description|Mathematician and translator}} ...ician and mathematics translator known for her research on [[quasigroup]]s and on higher [[reciprocity law]]s. ...

...t|last=Green|first=Mark|authorlink=Mark Lee Green|year=1984|year2=1984b}}, and named after [[Jean-Louis Koszul]] as they are closely related to the [[Kosz ...ogy, {{harvtxt|Eisenbud|2005}} gives an introduction to Koszul cohomology, and {{harvtxt|Aprodu|Nagel|2010}} gives a more advanced survey. ...

...ematician, known for his work in [[Algebraic Geometry|algebraic geometry]] and in particular, his work on [[moduli space]]s. .../75 he studied at [[Brasenose College, Oxford|Brasenose College]] of the [[University of Oxford]], where he obtained a master's degree. ...

...for each object ''x'' in <math>\mathcal{A}</math>, there exist a set ''I'' and an ''I''-indexed family of morphisms <math>f_i : x \to G y_i</math> such th # ''G'' preserves [[limit (category theory)|limits]] and, for each object ''x'' in <math>\mathcal{A}</math>, the limit <math>\lim ({ ...

| birth_date = {{birth year and age|1947}} | death_date = <!--{{death date and age |YYYY|MM|DD |YYYY|MM|DD}} (death date then birth date)--> ...

|birth_date = {{birth-date and age|August 19, 1947}} |workplaces = [[Rutgers University–Newark]] ...

{{Short description|British materials scientist, engineer, broadcaster and writer}} ...C Black, an imprint of Bloomsbury Publishing plc, 2013; online edn, Oxford University Press, Dec 2012; online edn, Nov 2012 }}{{subscription required}}</ref> ...

...scientist]], known for his research on [[algorithm]]s for [[polynomial]]s and [[matrix multiplication]]. ==Education and career== ...

| death_date = {{death date and age|1962|5|27|1911|4|23}} | education = [[Humboldt University of Berlin]] ...

...r=[[Stanford University]]<br>[[University of Toronto]]<br>[[Seoul National University]]|doctoral_advisor=[[Paul Milgrom]]|name=Yeon-Koo Che|repec_prefix=e}} ...Columbia in 2005, he was a professor at [[University of Wisconsin–Madison|University of Wisconsin-Madison]]. ...

...meq M',</math> <math>g\colon N\simeq N',</math> <math>f\subseteq g,</math> and <math>M\prec_K N,</math> then <math>M'\prec_K N'.</math> ...Coherence''': If <math>M_1\prec_K M_3,</math> <math>M_2\prec_K M_3,</math> and <math>M_1\subseteq M_2,</math> then <math>M_1\prec_K M_2.</math> ...

| workplaces = [[Queen Mary, University of London]] | alma_mater = [[University of Cambridge]]<br>[[Harvard University]] ...

| death_date = {{Death date and age|2017|04|08|1933|01|26}} | workplaces = [[University of California, Berkeley]] ...

| death_date = {{Death date and age|df=yes|2011|2|25|1932|5|6}} ...= [[University of the Witwatersrand]], [[University of Cambridge]], [[University of Waterloo]] ...