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REPORTS > KEYWORD > RECURSION THEORY:
Reports tagged with recursion theory:
TR98-026 | 5th May 1998
Richard Beigel

Gaps in Bounded Query Hierarchies

Prior results show that most bounded query hierarchies cannot contain finite gaps. For example, it is known that
P(m+1)-ttSAT = Pm-ttSAT implies PbttSAT = Pm-ttSAT
and for all sets A
  • FP(m+1)-ttA = FPm-ttA implies FPbttA = FPm-ttA
  • P(m+1)-TA = Pm-TA implies PbTA = ... more >>>

TR04-015 | 24th February 2004
Richard Beigel, Harry Buhrman, Peter Fejer, Lance Fortnow, Piotr Grabowski, Luc Longpré, Andrej Muchnik, Frank Stephan, Leen Torenvliet

Enumerations of the Kolmogorov Function

A recursive enumerator for a function $h$ is an algorithm $f$ which enumerates for an input $x$ finitely many elements including $h(x)$. $f$ is an $k(n)$-enumerator if for every input $x$ of length $n$, $h(x)$ is among the first $k(n)$ elements enumerated by $f$. If there is a $k(n)$-enumerator for ... more >>>



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