I work on Whitney Problems, developing the theory of interpolation, extension, and approximation in different function spaces.

I am an NSF Postdoctoral Fellow & C. L. E. Moore Instructor in the Mathematics Department at the Massachusetts Institute of Technology.

CV

• MarjorieKDrakeCV.pdf

Publications

• D. Azagra, M. Drake, & P. Hajłasz, C2-Lusin Approximation of Strongly Convex Bodies, (submitted, 2024). arXiv 

• M. K. Drake, Finiteness Principles for Smooth Convex Functions, Adv. Math. 445 (2024). arXiv

• C. Fefferman, M. Drake, K. Ren, & A. Skorobogatova, Sobolev Extension in a Simple Case, Adv. Nonlin. Stud.  (2024). arXiv

• D. Azagra, M. Drake, & P. Hajłasz, C2-Lusin Approximation of Strongly Convex Functions, Invent. Math. 236 (2024), 1055-1082. arXiv 

• M. K. Drake, Approximate Extension in Sobolev Space, Adv. Math. 420 (2023).  arXiv

Contact: mkdrake@mit.edu