He attended East High School in Denver.[7] In a high school mathematics competition spanning the states of Colorado, South Dakota, and Wyoming, he received the highest score in the competition's history and helped his school gain the top mark.[7] As a senior, he took the Scholastic Aptitude Test and received a near-perfect 797 on the verbal portion and a perfect 800 on the math portion.[6] He then received perfect 800 scores on three different college board Achievement Tests, those for English Composition, for Chemistry, and for advanced Mathematics,[6] a feat that the Associated Press filed a story about and that ran in a number of newspapers around the country.[8]Time magazine ran a profile of him as well.[6] Waterhouse received the National Merit Scholarship and the General Motors Scholarship;[6] he graduated from East High in 1959.[7]
Waterhouse attended Harvard College. There he was a standout in the Putnam Competition: As a sophomore in the 1960 competition, he was not part of Harvard's three-person team that finished second overall, but he did achieve a top-ten individual mark;[9] as a junior in the 1961 competition, he attained the highest individual level – a top-five score – while helping his Harvard team to a fourth-place finish overall;[10] and as a senior in the 1962 competition, he again was a Putnam Fellow with a top-five score and helped his Harvard team to a third-place finish overall.[11]
Waterhouse began teaching at Cornell University in 1968.[4]
He had a career-long interest in the history of mathematics,[3] and while at Cornell wrote a history of the early years of that university's Oliver Club, a discussion forum begun by pioneering Cornell mathematician James Edward Oliver in the 1890s.[14]
In 1980 he married Betty Ann Senk, a doctoral student and teacher in comparative literature at Penn State.[15] They lived in State College, Pennsylvania.[15]
According to his obituary published in the Centre Daily Times, during his career Waterhouse published over 250 articles in scholarly journals and other publications.[4] He was the author of the 1979 textbook Introduction to Affine Group Schemes for Springer-Verlag.[16]Telegraphic Reviews characterized the work as a "fairly intuitive and accessible" development of the topic, suitable for second-year graduate students.[17] In a 1986 volume for Springer-Verlag, he edited the 1966 translation by Arthur A. Clarke of Gauss's Disquisitiones Arithmeticae.[18] Waterhouse and his wife collaborated on several translations of works by German mathematicians.[19] He was a member of the Mathematical Association of America and the American Mathematical Society. [12]
By 2012, Waterhouse had moved to emeritus status.[1]
Waterhouse died on June 26, 2016, in State College, Pennsylvania.[4]
Awards and honors
Waterhouse twice won the Lester R. Ford Award of the Mathematical Association of America, given to authors of articles of expository excellence. The first was in 1984 for his paper "Do Symmetric Problems Have Symmetric Solutions?"[13] and the second was in 1995 for his paper "A Counterexample for Germain".[24] The latter has been characterized as "a historical and mathematical detective story" that investigated an aspect of the correspondence between
Carl Friedrich Gauss and Sophie Germain, a French mathematician who used a pseudonym to disguise the fact that she was a woman.[25] According to his obituary, Waterhouse had a special pride in having won the two Lester R. Ford Awards.[4]
^See for example "Flawless Performance". The Tampa Times. Associated Press. June 13, 1959. p. 2-C – via Newspapers.com. Newspapers.com shows over fifty papers running the AP report.
^Bush, L. E. (1961). "The 1960 William Lowell Putnam Mathematical Competition". The American Mathematical Monthly. 68 (7): 629–637. doi:10.2307/2311508.
^Bush, L. E. (1962). "The 1961 William Lowell Putnam Mathematical Competition". The American Mathematical Monthly. 69 (8): 759–767. doi:10.2307/2310772.
^Wynn, James; Reyes, G. Mitchell (2021). "From Division to Multiplication: Uncovering the Relationship Between Mathematics and Rhetoric Through Transdisciplinary Scholarship". In Wynn, James; Reyes, G. Mitchell (eds.). Arguing with Numbers: The Intersections of Rhetoric and Mathematics. Pennsylvania State University Press. p. 23. also Poonen, Bjorn (2017). Rational Points on Varieties. Providence, Rhode Island: American Mathematical Society. p. 317.
^"CAMWS Necrology". Program: 115th Annual CAMWS Meeting(PDF). Lincoln, Nebraska: Classical Association of the Middle West and South. 2019. p. 69.