Lillian Pierce | |
---|---|
![]() | |
Born | 20 July 1980 Fallbrook |
Education | Bachelor of Arts, Master of Science, Doctor of Philosophy |
Alma mater | |
Employer | |
Awards |
|
Lillian Beatrix Pierce is a mathematician whose research connects number theory with harmonic analysis. [1] She is a professor of mathematics at Duke University. [2]
Pierce was home-schooled in Fallbrook, California [1] [3] [4] and began playing the violin at age four. [5] By age 11 she began performing professionally as a violinist. [1] As a teenager, she also started taking classes at a local community college, accumulating so many units that some of the universities she applied to refused to consider her for freshman admission. [5] She entered Princeton University majoring in mathematics but intending to pursue an MD–PhD program; [6] under the influence of faculty mentor and undergraduate thesis supervisor Elias M. Stein, her interests shifted towards pure mathematics. [1] [6] [3] As an undergraduate, she also became an intern at the National Security Agency. [1] She was Princeton's 2002 valedictorian and became a Rhodes Scholar, repeating two accomplishments of her brother Niles Pierce from nine years earlier. [3]
She earned a master's degree at the University of Oxford in 2004. [2] [1] Returning to Princeton for doctoral study in mathematics, she completed her Ph.D. in 2009. Her dissertation, Discrete Analogues in Harmonic Analysis, was supervised by Stein. [2] [7]
After postdoctoral studies with Roger Heath-Brown at Oxford and at the Hausdorff Center for Mathematics in Bonn, Germany, she became an assistant professor at Duke in 2014 and is now a full professor. [2] [1]
Pierce was one of the first mathematicians to prove nontrivial upper bounds on the number of elements of finite order in an ideal class group. [8]
Pierce won the 2018 Sadosky Prize for research that "spans and connects a broad spectrum of problems ranging from character sums in number theory to singular integral operators in Euclidean spaces" including in particular "a polynomial Carleson theorem for manifolds". [9] She received the 2019 Presidential Early Career Award for Scientists and Engineers. [10] She was elected a Fellow of the American Mathematical Society in the class of 2021 "for contributions to number theory and harmonic analysis". [11]
Her husband, Tobias Overath, also works at Duke as a neuroscientist. [1]
Lillian Pierce | |
---|---|
![]() | |
Born | 20 July 1980 Fallbrook |
Education | Bachelor of Arts, Master of Science, Doctor of Philosophy |
Alma mater | |
Employer | |
Awards |
|
Lillian Beatrix Pierce is a mathematician whose research connects number theory with harmonic analysis. [1] She is a professor of mathematics at Duke University. [2]
Pierce was home-schooled in Fallbrook, California [1] [3] [4] and began playing the violin at age four. [5] By age 11 she began performing professionally as a violinist. [1] As a teenager, she also started taking classes at a local community college, accumulating so many units that some of the universities she applied to refused to consider her for freshman admission. [5] She entered Princeton University majoring in mathematics but intending to pursue an MD–PhD program; [6] under the influence of faculty mentor and undergraduate thesis supervisor Elias M. Stein, her interests shifted towards pure mathematics. [1] [6] [3] As an undergraduate, she also became an intern at the National Security Agency. [1] She was Princeton's 2002 valedictorian and became a Rhodes Scholar, repeating two accomplishments of her brother Niles Pierce from nine years earlier. [3]
She earned a master's degree at the University of Oxford in 2004. [2] [1] Returning to Princeton for doctoral study in mathematics, she completed her Ph.D. in 2009. Her dissertation, Discrete Analogues in Harmonic Analysis, was supervised by Stein. [2] [7]
After postdoctoral studies with Roger Heath-Brown at Oxford and at the Hausdorff Center for Mathematics in Bonn, Germany, she became an assistant professor at Duke in 2014 and is now a full professor. [2] [1]
Pierce was one of the first mathematicians to prove nontrivial upper bounds on the number of elements of finite order in an ideal class group. [8]
Pierce won the 2018 Sadosky Prize for research that "spans and connects a broad spectrum of problems ranging from character sums in number theory to singular integral operators in Euclidean spaces" including in particular "a polynomial Carleson theorem for manifolds". [9] She received the 2019 Presidential Early Career Award for Scientists and Engineers. [10] She was elected a Fellow of the American Mathematical Society in the class of 2021 "for contributions to number theory and harmonic analysis". [11]
Her husband, Tobias Overath, also works at Duke as a neuroscientist. [1]