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Ryan Williams - Massachusetts Institute of Technology
Ryan Williams. Professor of Electrical Engineering and Computer Science MIT CSAIL and EECS 32 Vassar St, Cambridge, MA 02139 . Email: first and middle initials + my last name at gmail.com I was a professor at Stanford from 2011-2016. I got a PhD from Carnegie Mellon under the marvelous Manuel Blum, and I was an undergrad at Cornell. For more ...
Research Projects, Ryan Williams - Massachusetts Institute of …
L. Chen, C. Jin, R. R. Williams, and H. Wu. Truly Low-Space Element Distinctness and Subset Sum via Pseudorandom Hash Functions In 32nd ACM-SIAM Symposium on Discrete Algorithms (SODA 2022).
Virginia Vassilevska Williams' Publications: Sorted by Year
Finding Heaviest H-Subgraphs in Real Weighted Graphs, with Applications, V. Vassilevska, Ryan Williams, Raphael Yuster. ACM Transactions on Algorithms [ACM] [ps] [pdf]
Virginia Vassilevska Williams' Publications in Graph and Matrix …
Tight Hardness for Shortest Cycles and Paths in Sparse Graphs, Andrea Lincoln, V. Vassilevska Williams and Ryan Williams. SODA 2018: Dynamic Parameterized Problems and Algorithms, Josh Alman, Matthias Mnich and V. Vassilevska Williams. ICALP 2017
Richard Ryan Williams MIT CSAIL, 32 Vassar St., Cambridge, MA 02139 Email: [email protected] POSITIONS Massachusetts Institute of Technology (Cambridge, MA) Professor of Electrical Engineering and Computer Science, July 2020 – present. Associate Professor (with tenure) of EECS, Jan. 2017 – Jun. 2020. University of California, Berkeley
CS 294-152. Lower Bounds: Beyond the Bootcamp -- Fall 2018
Ryan's notes for 11/5 (CircuitSAT implies Lower Bounds, Gap-CircuitSAT implies Lower Bounds) are here. Scribe notes by Sidhanth Mohanty are coming soon. Lecture on Friday 11/9 (Natural Proofs) notes are here .
R. Ryan Williams MIT Abstract We prove that if every problem in NP has nk-size circuits for a fixed constant k, then for every NP-verifier and every yes-instance x of length n for that verifier, the verifier’s search space has an nO(k3)-size witness circuit: a witness for x that can be encoded with a circuit of only nO(k3) size. An analogous
6.1400 / 18.400: Automata, Computability, and Complexity Theory
IMPORTANT: If you have a conflict with the midterm time, please email the entire course staff (Ryan, Jiatu, Jakin) with the subject line "[6.1400 Midterm Conflict]". We'll schedule a conflict midterm as needed.
6.1420/6.S974: Fixed Parameter and Fine-Grained Algorithms and ...
Instructors: Virginia Vassilevska Williams and Ryan Williams Time: Tuesday/Thursday 11am--12:30pm, Room 34-304 Office Hours: TBA Piazza page: PIAZZA.
6.541/18.405 - Advanced Complexity Theory - Spring 2024
Instructor: Ryan Williams, Office 32-G638, Email rrw@mit Office Hours Wednesday 3-4pm, and by appointment. TAs: Ce Jin, Email cejin@mit, Office Hours Wednesday 10-12 24-319; Timothy Gomez, Email tagomez7@mit, Office Hours Friday 11am-1pm, 24-319; Zixuan Xu, Email zixuanxu@mit, Office Hours Monday 11am-1pm