I am a computer science PhD
student at CMU, advised by Heather Miller
My current research focuses on tools for building decentralized systems, including conflict-free replicated data types and secure group messaging protocols. Previously, I studied error-correcting code algorithms and algebraic number theory.
- A. K. Narayanan and M. Weidner. On decoding Cohen-Haeupler-Schulman tree codes. Presented at Symposium on Discrete Algorithms (SODA) 2020. official pdf slides
- M. Weidner. Group messaging for secure asynchronous collaboration. MPhil Dissertation, University of Cambridge, 2019. Advisors: A. Beresford and M. Kleppmann. pdf
- A. K. Narayanan and M. Weidner. Subquadratic time encodable codes beating the Gilbert-Varshamov bound. IEEE Transactions on Information Theory, 65(10):6010-6021, October 2019. official pdf
- M. Weidner. Towards fast encoding of Garcia-Stichtenoth algebraic
geometry codes. SURF Final Report, 2018. Advisors: A. K. Narayanan and C. Umans. pdf
- A. Chiesa, L. Chua, and M. Weidner. On cycles of pairing-friendly elliptic curves. SIAM Journal on Applied Algebra and Geometry, 3(2):175-192, 2019. official pdf
- M. Weidner. Pseudocharacters of classical groups. Submitted for publication. pdf
- M. Weidner. On conjectural rank parities of quartic and sextic twists of elliptic curves. To appear in International Journal of Number Theory. official arXiv:1809.04244
- M. Hadian and M. Weidner. On Selmer rank parity of twists. Journal of the Australian Mathematical Society, 102(3):316-330, June 2017. official preprint
- Notes from a talk I gave on algebraic geometry error-correcting codes to Caltech's Math Club, targeted towards a general undergraduate mathematical audience.
I play tenor saxophone in CMU's Tartan Wind Ensemble. I can juggle five balls and three of various other objects.
Math is Fun?
Here is a list of math jokes
, compiled by Laura Shou
Here is a packet of "fun" math problems
, compiled from various sources by a group including William Hoza
, Laura Shou
, Jalex Stark
, Michael Wheeler, and myself. They are designed to be printed double sided and cut in two, so that each problem has a link to its "answer" on the back.
maweidne [AT] andrew.cmu.edu