- GapDefinable Counting Classes \Lambda Stephen A. Fenner y
- Notions of resourcebounded category and genericity
- Complements of Multivalued Functions Stephen Fenner \Lambda
- An Oracle Builder's Toolkit Stephen Fenner y Lance Fortnow z
- Determining Acceptance Possibility for a Quantum Computation is Hard for the
- Inverting the Turing Jump in Complexity Theory Stephen A. Fenner \Lambda
- Godel's Incompleteness Theorem for Computer Users Stephen A. Fenner
- Weakly useful sequences Stephen A. Fenner 1
- Every PolynomialTime 1Degree Collapses iff P = PSPACE \Lambda
- TWO ORACLES THAT FORCE A BIG Harry Buhrman, Stephen Fenner, Lance Fortnow,
- Simplicity and Strong Reductions Marcus Schaefer
- PP-lowness and a simple de nition of AWPP Stephen A. Fenner
- On Inverting Onto Functions Stephen A. Fenner 1 Lance Fortnow 2
- GapDefinability as a Closure Property Stephen Fenner \Lambda
- Simplicity and Strong Reductions Marcus Schaefer #
- The Isomorphism Conjecture Holds Relative to an Oracle Stephen Fenner \Lambda Lance Fortnow y Stuart A. Kurtz z
- Counting Complexity and Quantum Computation 2 1 Counting complexity and quantum computation 3
- Monochromatic Boxes in Colored Grids Joshua Cooper
- The Journal of Symbolic Logic Volume 00, Number 0, XXX 0000
- The Complexity of Finding SUBSEQ(A) Stephen Fenner
- The Complexity of Finding SUBSEQ(A) Stephen Fenner
- Hyper-Polynomial Hierarchies and the NP-Jump Stephen Fenner
- Results on ResourceBounded Measure Harry Buhrman ?1 , and Stephen Fenner ??2 , and Lance Fortnow ???3
- Object-free categories Stephen A. Fenner
- ResourceBounded Baire Category: A Stronger Approach Stephen A. Fenner \Lambda
- HyperPolynomial Hierarchies and the NPJump Stephen Fenner \Lambda
- ORACLES THAT COMPUTE VALUES STEPHEN FENNER \Lambda , STEVEN HOMER y , MITSUNORI OGIHARA z , AND ALAN SELMAN x
- Almost Weakly 2Generic Sets \Lambda Stephen A. Fenner y
- Optimal Proof Systems and Sparse Sets Harry Buhrman ?1 , Steve Fenner ??2 , Lance Fortnow ? ? ?3 , and
- Universal Quantum Circuits Debajyoti Bera1
- A Note on a Variant of Immunity, BttReducibility, and Minimal Programs
- Functions that preserve p-randomness Stephen A. Fenner
