# Prominent non-mathematical work of mathematicians

First of all, sorry if this post is not appropriate for this forum.

I have a habit that every time I read a beautiful article I look at the author's homepage and often find amazing things.

Recently I read a paper of Andrew Hicks and when I opened his homepage I found many links about his invention: Flawless wing mirrors (car mirror).

I would not be surprised if this invention was made by a non-mathematician. His mirror is an amazing invention to me because every day I see it, but didn't know its inventor is a mathematician! Anyway, I want to ask

Question 1: Are there mathematicians who have done outstanding/prominent non-mathematical work like inventions, patents, solving social/economical/etc. problems, papers in these areas, etc.?

Of course, one can say that almost all technology nowadays is based on the work of mathematicians, but I'm asking for specific contributions/innovations.

I want to ask a similar question (Maybe it will be useful for those who are looking for a job!):

Question 2: Which mathematicians are working in non-mathematical areas/companies?

• Unabomber has to be #1 on this list. Aug 20 '20 at 15:26
• Not clear if it fits, but Emanuel Lasker was a Chess World Champion and a mathematician. I understand that he proved some important results in Commutative Algebra. Aug 20 '20 at 15:42
• A good question here would need good delineation of "mathematician" and of "non-mathematical work". In the absence of that, I find this vague and I've downvoted Aug 20 '20 at 17:32
• The question is too vague. Before 18 century, all mathematicians had non-mathematical jobs since there were no mathematical jobs.So probably you mean modern times. It is also not clear who exactly is counted as a mathematician. Aug 20 '20 at 23:24
• @Piyush if we put Unabomber on the list, then we should also make room for André Bloch, mathematician and triple murderer. en.wikipedia.org/wiki/André_Bloch_(mathematician) Aug 20 '20 at 23:50

In addition to his work in number theory, Carl Størmer made important contributions to the study of the aurora borealis. Here he is conducting an experiment rather far from his blackboard:

Gian-Carlo Rota in addition to being an influential combinatorialist was a philosopher, and his philosophical writing was not in the tradition often thought of as being closest to math ('analytic philosophy') but was rather inspired by phenomenology. Apparently this heterodoxy caused some consternation from e.g. his colleagues in the philosophy department at MIT.

Another politician would be Éamon de Valera, who graduated in mathematics and taught at various schools (and applied for a professorship, but without success), but then became a rather influential Irish politician.

Emily Riehl is a professor of mathematics at Johns Hopkins. She does transformative work in abstract homotopy theory, and has won many grants. She is also a professional Australian rules football player.

Alexander Esenin-Volpin was a mathematician well-known for his work as a Soviet political dissident.

EDIT: I'm sorry for writing the above so glibly. Among other things, Esenin-Volpin was repeatedly imprisoned or else confined to mental institutions for political reasons -- according to wikipedia he spent 6 years cumulatively in either of those situations. I'd love if somebody more competent than I would write something more informative and fitting.

• The same can be said about Shafarevich too Aug 20 '20 at 20:54
• Can't resist mentioning a non-answer to the question: someone prominent for non-mathematical work who was a maths+physics student at university: nobelprize.org/prizes/literature/1970/solzhenitsyn/biographical Aug 22 '20 at 15:53
• There was a gulf of difference between Esenin-Volpin and Schafarevich; it'd be simpler to remember Schafarewich as an outstanding mathematician and let's mercifully forget about the rest of his story. Nov 27 '20 at 19:29
• @WlodAA I did not say that they are similar in any other respect, except that "was a mathematician well-known for his work as a Soviet political dissident" applies to both; maybe it'd be also simpler to remember only part of what we happen to remember, so let's mercifully forget about the rest of it? Nov 28 '20 at 20:08

Raymond Smullyan was a

mathematician, magician, concert pianist, logician, Taoist, and philosopher.

Jerry McNerney (Wiki page) is a US congressperson from California, with a PhD in differential geometry.

Nowadays he's more known as a congressman than as a mathematician, but every now and then he will give quick floor speeches about math or mathematicians.

See, e.g., his tribute to Mirzakhani.

Dutch mathematician Alexander Rinnooy Kan is also a politician and businessman. He used to be a member of the board of directors of ING Group, served as the Chairman of the Social and Economic Council that advises the government, and was a member of the senate.

According to a national newspaper, he was the most influential person in the Netherlands in 2007, 2008, and 2009.

René Descartes

Mathematically you're likely to know him for Cartesian geometry.

Philosophers will know him for "Cogito, ergo sum"/"Je pense, donc je suis"

Quoting wikipedia: "Descartes is also widely regarded as one of the founders of modern philosophy." I suspect, as with Russell, people might argue Descartes was a philosopher who did a little mathematics, but ignoring the eponym of Cartesian coordinates is too hard to do.

• Rene Descartes walks into a bar and orders a drink. When he finishes his drink, the bartender asks him if he would like another. Descartes replies, “No, I think not,” and disappears in a puff of logic. Aug 22 '20 at 1:07
• I think Descartes did more than "a little" Mathematics Aug 22 '20 at 9:38
• I agree, I was just attempting to preempt similar comments to the Bertrand Russell (mathoverflow.net/a/369713/164087) answer. Aug 22 '20 at 13:53
• Descartes did much more than systematising the $(x,y)$-coordinates. It is worthwile to read his essay "La géométrie", where among other things he studies some plane curves and without much overstating prefigures algebraic geometry. Aug 16 at 18:17
• this is what I was looking for
– HLEE
Sep 2 '20 at 3:02

Ruggero Freddi is an Italian mathematics lecturer (holding a PhD) and a former gay pornographic film actor known professionally as Carlo Masi. Here you can read his thesis.

• @C.F.G I really think that your question is educative and deserve to stay so I will not vote to close. Your question is a place to see that one can become mathematician from other interests and can be a mathematician and something else. However, I think that having a gay porn actor in this wiki is problematic for you. I really hope that you explain yourself better. Your downvote and your comment have not being correctly justified yet and I wish that the problem does not relate to the fact that he is gay or porn actor (sadly I think that it does). It is pretty sad seeing this mentality here. Nov 25 '20 at 14:36
• This reminds me that Catalan mathematician and logician Angel García-Cerdaña (Cerdanya) is also a known TV actor. Am I to understand that for some reason he does not qualify for this question either? Nov 25 '20 at 14:39
• @EmilJeřábek Sadly, I think that "being gay" and "appearing naked in TV" is the real problem here. Nov 25 '20 at 14:40
• It's hard to interpret the downvotes on this answer as anything other than narrow-minded prejudice. Would it have been downvoted if Freddi had been a Shakespearean stage actor? Nov 25 '20 at 15:24
• There are other people listed who did much of their non-mathematical work before they became mathematicians. This includes Persi Diaconis, Danica McKellar, and Frank Ryan Nov 25 '20 at 15:36

Benjamin F. Logan was primarily an electrical engineer who spent his career at Bell Labs, but he has 37 publications listed in Mathematical Reviews. His best known mathematical work is his 1977 paper with Larry Shepp, A variational problem for random Young tableaux, in which they proved that if $$L_n$$ is the expected length of the longest increasing sequence in a randomly chosen permutation of $$\{1,\dots,n\}$$ then $$\lim_{n\to\infty} L_n/\sqrt{n}\ge 2$$.

Long ago when I used to go to bluegrass festivals, I sometimes saw a bluegrass fiddler named Tex Logan who played with Peter Rowan then, but had earlier played with such greats as Mike Seeger, Bill Monroe, and The Lilly Brothers & Don Stover. Tex Logan also wrote songs recorded by Johnny Cash, Emmylou Harris, and Bob Dylan.

It wasn't until many years later that I learned that B. F. Logan and Tex Logan were the same person.

Claude Elwood Shannon was also an inventor. I recall he also invented a rocket-powered pair of boots, but I cannot seem to find the source anymore.

Tony Scholl is also a bassist with the Cambridge Philharmonic.

Daniel Biss received his PhD in mathematics at MIT in 2002, then was an Assistant Professor at the University of Chicago until 2008. He won the 1999 Morgan Prize for outstanding research as an undergraduate. However, in 2007, a serious flaw was discovered that destroyed the main results of papers he had published in the Annals of Mathematics and in Advances. He is now a State Senator in Illinois. In this position, he has worked on legislation to "allow for automatic voter registration," to "elect a number of statewide offices by ranked-choice ballot," and on healthcare, among other things.

Sergio Fajardo, the former mayor of the Colombian city of Medellín, wrote a dozen papers in model theory before switching to politics.

Boris Berezovsky, a Russian oligarch and government official, was a professional mathematician.

I've seen a couple of mentions of Emanuel Lasker, a former world chess champion. Here's his non-mathematical academic works, which include a play "History of Mankind" cowritten with his brother:

Kampf (Struggle), 1906. Das Begreifen der Welt (Comprehending the World), 1913. Die Philosophie des Unvollendbar (sic; The Philosophy of the Unattainable), 1918. Vom Menschen die Geschichte ("History of Mankind"), 1925 – a play, co-written with his brother Berthold. The Community of the Future, 1940.

In his "Kampf" he foresaw the application of game theory in 20th century social sciences. He also wrote on other games besides chess as well. Here's a list of those books.

Encyclopedia of Games, 1929. Das verständige Kartenspiel (Sensible Card Play), 1929 – English translation published in the same year. Brettspiele der Völker (Board Games of the Nations), 1931 – includes sections about Go and Lasca. Das Bridgespiel ("The Game of Bridge"), 1931.

Also, don't forget Max Euwe. Max Euwe was also world chess champion and president of FIDE (the international chess body). Dr. Euwe wrote on the Thue-Morse sequence and it implying that, according to the rules of chess at the time, a game could be played as an infinite game without resolution under certain circumstances. He taught mathematics at one point and was a professor of computer science at the Universities of Rotterdam and Tillberg.

• I read somewhere that Max Euwe won some kind of amateur boxing title. Is that true?
– bof
Aug 24 '20 at 1:10
• members.tripod.com/HSK_Chess/euwe.html I'd never heard of this before, but it is true. The link is confirmation. He also didn't play chess professionally, but still won the world championship. Aug 24 '20 at 2:04
• It was the amateur boxing championship of Europe that Euwe won. I don't have a year though. Aug 24 '20 at 2:14

Merely meant as an interesting and amusing fact. People are not born as mathematicians. At the age of 14, long time before his mathematical career and winning the Fields medal, Wendelin Werner played a role in 'The Passerby' at the side of Romy Schneider. She died a few weeks after the movie premiere.

• "People are not born as mathematicians." -- Some do. Nov 27 '20 at 19:41
• We disagree. That's fine. Nov 28 '20 at 9:51

Although John Urschel is already mentioned in a comment to the answer about Frank Ryan, I think he deserves his own answer. Urschel was a football player first at Penn State and then with the Baltimore Ravens. He majored in math at Penn State and then, allegedly without the knowledge of the Baltimore Ravens, enrolled in the MIT math PhD program. Urschel will receive his PhD in spring 2021 and already has an impressive list of publications

• He wasn't a mathematician before or during playing football? Nov 25 '20 at 17:36
• Based on the years of his publications, it appears that he did write research math papers while he was playing football at Penn State and then for the Baltimore Ravens. Given the physical and mental energy, as well as the time needed each week to prepare for a football game, this is quite remarkable. Nov 25 '20 at 18:34

Art Benjamin is a professor of mathematics at Harvey Mudd College, with more than 100 publications. He is also an accomplished magician and was the 1997 American Backgammon Tour Player of the Year.

Alan Turing is a mathematician famous for his contributions to the foundations of computer science, for being a codebreaker in WW2, and for being persecuted by the UK government for being homosexual. Readers have probably heard of the Turing test in artificial intelligence. I would argue that his contributions to computer science don't count as "non-mathematical work" but that his contributions to biology do. For example, his paper The Chemical Basis of Morphogenesis is highly cited and is the reason the name "Turing patterns" is used to describe zebrafish embryos.

Hans Freudenthal was a famous topologist. Indeed, the Freudenthal suspension theorem is the foundational result you need to get stable homotopy theory off the ground. He also invented a language, Lincos, "to make possible communication with extraterrestrial intelligence." And he invented a famous puzzle. And an asteroid is named after him.

• The famous puzzle looks pretty mathematical (though not topological) itself. Sep 15 '20 at 9:38

Patrick Billingsley, author of two well-known books in probability theory, was also a stage and screen actor.

• Whoa. [Preston & Logan, 1989] Sep 16 '20 at 21:19

Danica McKellar may not qualify as a mathematician, but (all quotes below are from Wikipedia)

McKellar studied at the University of California, Los Angeles where she earned a Bachelor of Science degree summa cum laude in Mathematics in 1998. As an undergraduate, she coauthored a scientific paper with Professor Lincoln Chayes and fellow student Brandy Winn titled "Percolation and Gibbs states multiplicity for ferromagnetic Ashkin–Teller models on $${\bf Z}^2$$." Their results are termed the "Chayes–McKellar–Winn theorem". Later, when Chayes was asked to comment about the mathematical abilities of his student coauthors, he was quoted in The New York Times, "I thought that the two were really, really first-rate." For her past collaborative work on research papers, McKellar is currently assigned the Erdős number four, and her Erdős–Bacon number is six.

Also, she

wrote six non-fiction books, all dealing with mathematics: Math Doesn't Suck, Kiss My Math, Hot X: Algebra Exposed, Girls Get Curves: Geometry Takes Shape, which encourage middle-school and high-school girls to have confidence and succeed in mathematics, Goodnight, Numbers, and Do Not Open This Math Book.

Her acting career, in brief:

She played Winnie Cooper in the television series The Wonder Years from 1988–1993, and since 2010 has voiced Miss Martian in the animated superhero series Young Justice.

In 2015, McKellar was cast in the Netflix original series Project Mc2. She appears in several television films for Hallmark Channel. She is the current voice of Judy Jetson from The Jetsons since 2017 following Janet Waldo's death in 2016.

The numerical analyst, Manil Suri, is also an accomplished novelist. He has written a trilogy of novels. The first of which, The Death of Vishnu, was long listed for the Booker Prize.

• I don't understand why this is down voted. He's a quite accomplished mathematician (scholar.google.com/…) and an award winning novelist. Seems to fit well. Oct 27 '20 at 20:39

Sergio Fajardo is a mathematician who was also Mayor of Medellin after the death of Pablo Escobar, was Governor of Antioquia (the state that Medellin is in) from 2012–2016, ran for President of Colombia in 2018, and has announced plans to run again for President. In mathematics, he earned his PhD from UW-Madison and was a professor at the Universidad de los Andes and the Universidad Nacional of Colombia.

In politics, he completely revitalized the city of Medellin, building new parks and libraries, and rebranding the city. The Park of Lights is a great example. That park used to be (figuratively) the darkest place in the city. Escobar had complete control of it and any (non-corrupt) police officer who came nearby would be killed. The park contains two of the oldest buildings in the city, and they were full of squatters. Now, the park is full of life, with Colombian bamboo (Guada kindiana), tons of people, and these giant lightsaber-looking lights that run all night. It's never dark there. It's the safest place in the city. The buildings that used to house squatters now house the department of education. Fajardo also built beautiful libraries to serve the poorest neighborhoods of the city, to give children a chance at a life based around something other than drugs. He was named "best Mayor of Medellin" in 2007. Regarding his time as governor, according to Wikipedia

During his administration, Antioquia experienced the best national performance in open government, transparency and investment of oil royalties (according to the National Planning Department and the Anti corruption Office of Colombia). He was named the best governor of the country in 2015 by the organization Colombia Líder.

Not so prominent I think but I'd like to mention that the MathTime Professional 2 (MTPro2) fonts were designed by Michael Spivak of Publish or Perish Inc., see here.

I think, one can add Francesco Faa di Bruno to this list, see https://en.wikipedia.org/wiki/Francesco_Fa%C3%A0_di_Bruno. He is to my knowledge the only beatified mathematician.

Nasīr al-Dīn al-Tūsī was a persian polymath of thirteenth century. His contribution to trigonometry includes the plane law of sines. He had a prominent place in the court of Hulagu Khan (a grandson of Genghis Khan and the founder of the Ilkhanate Empire), and benefited from Khan's patronage to found the Maragheh Observatory. The legend even has it that he was influential in persuading Hulagu to siege Baghdad in 1258 which ended the 500 years old Abbasid Caliphate.