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  Allender, Eric Add to Alert Profile  
 
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  1 - 4 of 4 reviews    
  NL-printable sets and nondeterministic Kolmogorov complexity
Allender E. Theoretical Computer Science 355(2): 127-138, 2006.  Type: Article

The study of printability (namely, polynomial time (P) printability) was introduced by Hartmanis and Yesha [1]. Jenner and Kirsig [2] proved that every nondeterministic logspace (NL) printable set is a sparse set that is accepted by a ...
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Sep 22 2006  
  Reducing the complexity of reductions
Agrawal M., Allender E., Impagliazzo R., Pitassi T., Rudich S. Computational Complexity 10(2): 117-138, 2002.  Type: Article

The authors investigate separations and collapses in the power of reductions, in terms of their making sets complete for classes, and the stronger results implicit in certain types of completeness....
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Nov 22 2002  
  A uniform circuit lower bound for the permanent
Allender E., Gore V. SIAM Journal on Computing 23(5): 1026-1049, 1994.  Type: Article

Let subexp denote the class of all monotonic functions that are bounded above by some constructible function f such that, for any d > 0, f ( n ) = o ( 2 nd...
May 1 1996  
  Relating equivalence and reducibility to sparse sets
Allender E., Hemachandra L., Ogiwara M., Watanabe O. SIAM Journal on Computing 21(3): 521-539, 1992.  Type: Article

Several classes of sets that are equivalent to sparse sets or can be reduced to sparse sets are identified and studied. Also, several fundamental questions about the relationships between equivalence to sparse sets and reducibility to...
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Apr 1 1993  

   
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