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Electronic Colloquium on Computational Complexity

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TR23-095 | 21st June 2023
David Heath, Vladimir Kolesnikov, Rafail Ostrovsky

Tri-State Circuits: A Circuit Model that Captures RAM

We introduce tri-state circuits (TSCs). TSCs form a natural model of computation that, to our knowledge, has not been considered by theorists. The model captures a surprising combination of simplicity and power. TSCs are simple in that they allow only three wire values ($0$,$1$, and undefined – $Z$) and three ... more >>>


TR23-094 | 29th June 2023
Lijie Chen, Roei Tell

New ways of studying the BPP = P conjecture

What's new in the world of derandomization? Questions about pseudorandomness and derandomization have been driving progress in complexity theory for many decades. In this survey we will describe new approaches to the $\mathcal{BPP}=\mathcal{P}$ conjecture from recent years, as well as new questions, algorithmic approaches, and ways of thinking. For example: ... more >>>


TR23-093 | 29th June 2023
Vinayak Kumar, Geoffrey Mon

Relaxed Local Correctability from Local Testing

Revisions: 1

We cement the intuitive connection between relaxed local correctability and local testing by presenting a concrete framework for building a relaxed locally correctable code from any family of linear locally testable codes with sufficiently high rate. When instantiated using the locally testable codes of Dinur et al. (STOC 2022), this ... more >>>



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