Every mathematician begins as an apprentice (graduate
student) and has a teacher (his/her advisor). An apprentice then
becomes a teacher and has his/her own apprentices. This forms a
chain, a mathematical genealogy. Here is my mathematical
genealogy from The Mathematics
Genealogy Project. (To the right are the university and the year the
person earned his Ph.D.)
Unknown
|
Erhard Weigel (Universitat Leipzig 1650)
|
Gottfried Leibniz (Universitat Altdorf 1666)
|
Jacob Bernoulli
|
Johann Bernoulli (1694)
|
Leonhard Euler (Universitat Basel 1726)
|
Joseph Louis Lagrange
|
Simeon Denis Poisson
|
Michel Chasles (Ecole Polytechnique 1814)
|
Hubert Anson Newton (B.S. Yale University 1850)
|
Eliakim Hastings Moore (Yale University 1885)
& Oswald Veblen (University of Chicago 1903)
|
Robert Lee Moore (University of Chicago 1905)
|
John Robert Kline (University of Pennsylvania 1916)
|
Donald Alexander Flanders (University of Pennsylvania 1927)
|
Jacob Wolfowitz (New York University 1942)
|
Jack Carl Kiefer (Columbia University 1952)
|
Lawrence D. Brown (Cornell University 1964)
|
T. Tony Cai (Cornell University 1996)