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» On the Complexity of Function Learning
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NIPS
2008
15 years 5 months ago
Estimating the Location and Orientation of Complex, Correlated Neural Activity using MEG
The synchronous brain activity measured via MEG (or EEG) can be interpreted as arising from a collection (possibly large) of current dipoles or sources located throughout the cort...
David P. Wipf, Julia Owen, Hagai Attias, Kensuke S...
DISOPT
2010
129views more  DISOPT 2010»
15 years 4 months ago
Labeled Traveling Salesman Problems: Complexity and approximation
We consider labeled Traveling Salesman Problems, defined upon a complete graph of n vertices with colored edges. The objective is to find a tour of maximum or minimum number of co...
Basile Couëtoux, Laurent Gourvès, J&ea...
EOR
2006
68views more  EOR 2006»
15 years 4 months ago
Modelling complex assemblies as a queueing network for lead time control
In this paper we develop an open queueing network for optimal design of multi-stage assemblies, in which each service station represents a manufacturing or assembly operation. The...
Amir Azaron, Hideki Katagiri, Kosuke Kato, Masatos...
JCC
2006
58views more  JCC 2006»
15 years 4 months ago
On the reversible O2 binding of the Fe-porphyrin complex
: Electronic mechanism of the reversible O2 binding by heme was studied by using Density Functional Theory calculations. The ground state of oxyheme was calculated to be open singl...
Hiroyuki Nakashima, Jun-Ya Hasegawa, Hiroshi Nakat...
NETWORKS
2010
15 years 2 months ago
Complexity of some inverse shortest path lengths problems
The input to an Inverse Shortest Path Lengths Problem (ISPL) consists of a graph G with arc weights, and a collection of source-sink pairs with prescribed distances that do not ne...
Tingting Cui, Dorit S. Hochbaum