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Questions about space resources of computations in computational complexity or algorithms.

31 votes
Accepted

Is there any justification to believe that $NL\neq L$?

First, let me cite skepticism that $L \neq NL$. As it has been shown that undirected graph connectivity is in $L$ (Reingold), and that $NL=coNL$ (Immerman-Szelepcsényi), I think that confidence in $L …
Ryan Williams's user avatar
12 votes

SC^2 algorithms for st-connectivity

The last complexity conference showed some progress on this question. Reachability in planar DAGs with $O(\log n)$ sources can be solved in $O(\log n)$ space. Here is also a recent survey by Allender: …
Ryan Williams's user avatar
11 votes
Accepted

Complexity class of efficient streaming algorithms

Along with my comment above (noting that not even AC0 is in "StreamL"), let me say that that this class has been studied before; you just need to know what they used to call it. Search for "one-way l …
Ryan Williams's user avatar
9 votes
Accepted

Space alternating hierarchy

Let $ALTS$-$SPACE(a(n),s(n))$ be the class of problems which are solvable with $a(n)$ alternations in $s(n)$ space. During the heyday of parallel complexity theory, this class came up fairly often. …
Ryan Williams's user avatar