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» A fast algorithm for computing large Fibonacci numbers
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CVPR
2000
IEEE
16 years 5 months ago
Learning in Gibbsian Fields: How Accurate and How Fast Can It Be?
?Gibbsian fields or Markov random fields are widely used in Bayesian image analysis, but learning Gibbs models is computationally expensive. The computational complexity is pronoun...
Song Chun Zhu, Xiuwen Liu
CVPR
2010
IEEE
15 years 3 months ago
Fast directional chamfer matching
We study the object localization problem in images given a single hand-drawn example or a gallery of shapes as the object model. Although many shape matching algorithms have been ...
Ming-Yu Liu, Oncel Tuzel, Ashok Veeraraghavan, Ram...
SIGCOMM
1998
ACM
15 years 7 months ago
Fast and Scalable Layer Four Switching
In Layer Four switching, the route and resources allocated to a packet are determined by the destination address as well as other header elds of the packet such as source address,...
Venkatachary Srinivasan, George Varghese, Subhash ...
131
Voted
STOC
1999
ACM
104views Algorithms» more  STOC 1999»
15 years 8 months ago
Fast Approximate PCPs
We investigate the question of when a prover can aid a verifier to reliably compute a function faster than if the verifier were to compute the function on its own. Our focus is ...
Funda Ergün, Ravi Kumar, Ronitt Rubinfeld
122
Voted
GLVLSI
2003
IEEE
186views VLSI» more  GLVLSI 2003»
15 years 9 months ago
A fast simulation approach for inductive effects of VLSI interconnects
Modeling on-chip inductive effects for interconnects of multigigahertz microprocessors remains challenging. SPICE simulation of these effects is very slow because of the large num...
Xiaoning Qi, Goetz Leonhardt, Daniel Flees, Xiao-D...