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Travelled to:
1 × Czech Republic
1 × Italy
1 × Switzerland
2 × France
4 × USA
Collaborated with:
I.Mertz F.Wang J.Jiao L.A.Hemachandra L.Friedman W.I.Gasarch R.Beals M.Ogihara A.Ambainis D.A.M.Barrington S.Datta H.LeThanh M.Agrawal R.Impagliazzo T.Pitassi S.Rudich
Talks about:
complex (3) arithmet (2) circuit (2) reduct (2) power (2) limit (2) depth (2) bound (2) pseudorandom (1) precomput (1)

Person: Eric Allender

DBLP DBLP: Allender:Eric

Contributed to:

LATA 20152015
ICALP (1) 20112011
ICALP 19991999
STOC 19971997
STOC 19961996
STOC 19931993
ICALP 19891989
STOC 19871987
ICALP 19861986

Wrote 11 papers:

LATA-2015-AllenderM #complexity
Complexity of Regular Functions (EA, IM), pp. 449–460.
ICALP-v1-2011-AllenderFG #power of #random #string
Limits on the Computational Power of Random Strings (EA, LF, WIG), pp. 293–304.
ICALP-v1-2011-AllenderW #algebra #branch #on the #power of #source code
On the Power of Algebraic Branching Programs of Width Two (EA, FW), pp. 736–747.
ICALP-1999-AllenderABDL #bound
Bounded Depth Arithmetic Circuits: Counting and Closure (EA, AA, DAMB, SD, HL), pp. 149–158.
STOC-1997-AgrawalAIPR #complexity #reduction
Reducing the Complexity of Reductions (MA, EA, RI, TP, SR), pp. 730–738.
STOC-1996-AllenderBO #complexity #equation #linear #matrix #rank
The Complexity of Matrix Rank and Feasible Systems of Linear Equations (EA, RB, MO), pp. 161–167.
STOC-1993-AllenderJ #commutative #reduction
Depth reduction for noncommutative arithmetic circuits (EA, JJ), pp. 515–522.
ICALP-1989-Allender
Limitations of the Upward Separation Technique (EA), pp. 18–30.
ICALP-1989-AllenderH #bound
Lower Bounds for the Low Hierarchy (EA, LAH), pp. 31–45.
STOC-1987-Allender #generative #pseudo
Some Consequences of the Existence of Pseudorandom Generators (EA), pp. 151–159.
ICALP-1986-Allender
Characterizations on PUNC and Precomputation (EA), pp. 1–10.

Bibliography of Software Language Engineering in Generated Hypertext (BibSLEIGH) is created and maintained by Dr. Vadim Zaytsev.
Hosted as a part of SLEBOK on GitHub.