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Department of Computer Science Closure Properties of GapP and P...



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Abstract: We classify the univariate functions that are relativizable closure properties of GapP, solving a problem posed by Hertrampf, Vollmer, and Wagner (Structures '95). We also give a simple proof of their classification of univariate functions that are relativizable closure properties of #P. (Update)

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@misc{ -unknown,
  title = "Unknown",
  url = "citeseer.ist.psu.edu/513373.html" }
Citations (may not include all citations):
86   Gap-definable counting classes - Fenner, Fortnow et al. - 1991
56   The expressive power of voting polynomials - Aspnes, Beigel et al. - 1994
31   The polynomial method in circuit complexity - Beigel - 1993
30   the power of number-theoretic operations with respect to cou.. - Hertrampf, Vollmer et al. - 1995
24   Theoretical Computer Science (context) - Beigel, Gill et al. - 1992
4   Special issue devoted to the 4th Annual McGill Workshop on C.. (context) - Beigel, PP et al. - 1994

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