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[PDF][PDF] Formula size-depth tradeoffs for iterated sub-permutation matrix multiplication
B Rossman - Proceedings of the 56th Annual ACM Symposium on …, 2024 - dl.acm.org
Iterated Sub-Permutation Matrix Multiplication is the problem of computing the product of kn-
by-n Boolean matrices with at most a single 1 in each row and column. For all d≤ log k, this …
by-n Boolean matrices with at most a single 1 in each row and column. For all d≤ log k, this …
On the number of quantifiers as a complexity measure
In 1981, Neil Immerman described a two-player game, which he called the" separability
game"\cite {Immerman81}, that captures the number of quantifiers needed to describe a …
game"\cite {Immerman81}, that captures the number of quantifiers needed to describe a …
A near-optimal depth-hierarchy theorem for small-depth multilinear circuits
We study the size blow-up that is necessary to convert an algebraic circuit of product-depth
δ+ 1 to one of product-depth δ in the multilinear setting. We show that for every positive δ= δ …
δ+ 1 to one of product-depth δ in the multilinear setting. We show that for every positive δ= δ …
Improved pseudorandom generators from pseudorandom multi-switching lemmas
We give the best known pseudorandom generators for two touchstone classes in
unconditional derandomization: an $\varepsilon $-PRG for the class of size-$ M $ depth-$ d …
unconditional derandomization: an $\varepsilon $-PRG for the class of size-$ M $ depth-$ d …
Parity helps to compute majority
We study the complexity of computing symmetric and threshold functions by constant-depth
circuits with Parity gates, also known as AC^ 0 [oplus] circuits. Razborov [Alexander A …
circuits with Parity gates, also known as AC^ 0 [oplus] circuits. Razborov [Alexander A …
Sketches of dynamic complexity
How can the result of a query be updated after changing a database? This is a fundamental
task for database management systems which ideally takes previously computed …
task for database management systems which ideally takes previously computed …
An improved homomorphism preservation theorem from lower bounds in circuit complexity
B Rossman - ACM SIGLOG News, 2016 - dl.acm.org
Previous work of the author [Rossman 2008a] showed that the Homomorphism Preservation
Theorem of classical model theory remains valid when its statement is restricted to finite …
Theorem of classical model theory remains valid when its statement is restricted to finite …
Prediction from partial information and hindsight, with application to circuit lower bounds
O Meir, A Wigderson - computational complexity, 2019 - Springer
Consider a random sequence of n bits that has entropy at least n− k, where k ≪ nk≪ n. A
commonly used observation is that an average coordinate of this random sequence is close …
commonly used observation is that an average coordinate of this random sequence is close …
Dynamic complexity of regular languages: Big changes, small work
F Tschirbs, N Vortmeier, T Zeume - LIPIcs: Leibniz International …, 2023 - zora.uzh.ch
Whether a changing string is member of a certain regular language can be maintained in the
DynFO framework of Patnaik and Immerman: after changing the symbol at one position of …
DynFO framework of Patnaik and Immerman: after changing the symbol at one position of …
Dynamic complexity of Reachability: How many changes can we handle?
In 2015, it was shown that reachability for arbitrary directed graphs can be updated by first-
order formulas after inserting or deleting single edges. Later, in 2018, this was extended for …
order formulas after inserting or deleting single edges. Later, in 2018, this was extended for …