Kate Adebola Okikiolu | |
---|---|
Born | 1965 (age 58–59) |
Nationality | British |
Alma mater | University of Cambridge UCLA |
Awards | Presidential Early Career Award for Scientists and Engineers [1] |
Scientific career | |
Fields | Mathematical analysis Elliptic operators |
Institutions | Princeton University UCSD Johns Hopkins University |
Thesis | The Analogue of the Strong Szego Limit Theorem on the Torus and the 3-Sphere (1991) |
Doctoral advisors | Sun-Yung Alice Chang John B. Garnett |
Kate Adebola Okikiolu (born 1965) is a British mathematician. [2] She is known for her work with elliptic differential operators as well as her work with inner-city children. [3]
Okikiolu was born in 1965 in England. Her father was George Olatokunbo Okikiolu, a renowned Nigerian mathematician [4] and the most published black mathematician on record. [5] Her British mother was a high school mathematics teacher. Okikiolu received a B.A. in mathematics from Cambridge University in 1987. In 1991 she earned her Ph.D. in mathematics from the University of California at Los Angeles, [6] for her thesis The Analogue of the Strong Szego Limit Theorem on the Torus and the 3-Sphere. [5] [7] [8]
Based on her PhD work, Okikiolu resolved a conjecture of Peter Wilcox Jones concerning a continuous version of the travelling salesman problem. [9] in her paper Characterization of subsets of rectifiable curves inRn. [10] Okikiolu was an instructor and later assistant professor at Princeton University from 1993 to 1995. She then worked as a visiting assistant professor at the Massachusetts Institute of Technology and joined the faculty at the University of California at San Diego in 1995. [7] In 2011 she joined the Mathematics Department at Johns Hopkins University. [11]
She was an invited speaker at the 1996 meeting of the Association of Women in Mathematics. [12] She also delivered the Claytor-Woodard lecture at the 2002 meeting of the National Association of Mathematicians, an organization for African-American mathematicians. [7]
In 1997, Okikiolu won a Sloan Research Fellowship, [13] becoming the first black recipient of this fellowship. In 1997 she also was awarded a Presidential Early Career Award for Scientists and Engineers [14] for both her mathematical research and her development of mathematics curricula for inner-city school children. This award is given to only 60 scientists and engineers each year and has a prize of $500,000. [7]
Melanie Matchett Wood is an American mathematician at Harvard University who was the first woman to qualify for the U.S. International Mathematical Olympiad Team. She completed her PhD in 2009 at Princeton University and is currently Professor of Mathematics at Harvard University, after being Chancellor's Professor of Mathematics at UC Berkeley and Vilas Distinguished Achievement Professor of Mathematics at the University of Wisconsin, and spending 2 years as Szegö Assistant Professor at Stanford University.
Joan Sylvia Lyttle Birman is an American mathematician, specializing in low-dimensional topology. She has made contributions to the study of knots, 3-manifolds, mapping class groups of surfaces, geometric group theory, contact structures and dynamical systems. Birman is research professor emerita at Barnard College, Columbia University, where she has been since 1973.
The analyst's traveling salesman problem is an analog of the traveling salesman problem in combinatorial optimization. In its simplest and original form, it asks which plane sets are subsets of rectifiable curves of finite length. Whereas the original traveling salesman problem asks for the shortest way to visit every vertex in a finite set with a discrete path, this analytical version may require the curve to visit infinitely many points.
Lisa Sauermann is a mathematician from Germany known for her performance in the International Mathematical Olympiad, where in 2011 she had the single highest score. She won four gold medals (2008–2011) and one silver medal (2007) at the olympiad, representing Germany.
This is a timeline of women in mathematics.
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Trachette Levon Jackson is an American mathematician who is a professor of mathematics at the University of Michigan and is known for work in mathematical oncology. She uses many different approaches, including continuous and discrete mathematical models, numerical simulations, and experiments to study tumor growth and treatment. Specifically, her lab is interested in "molecular pathways associated with intratumoral angiogenesis," "cell-tissue interactions associated with tumor-induced angiogenesis," and "tumor heterogeneity and cancer stem cells."
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