For non-computer scientists who ever wondered what is this thing that computer scientists keep babbling about after a few beers (apart from MtG)... Relatively correctly explained in this article.
May be an interesting reading for those who add auxiliary on-line materials to their publications. This reminds me... results of my topology study aren't on-line yet :-)
We're all here about inventiveness and creativity, so here you go...
Story of a guy who's life's motto has been "Gold lies on the streets and you just need to dig it up with ideas. Ideas are like the shovel"
Add to it Monte Carlo, Marlene Dietrich and, say, King Farouk and you get quite an amazing story...
And most of all, after reading this you'll know the value of knowing how to ski.
As I now work in the Centre for Robotics *and Neuroscience*, here's a story for you.
Some highlights:
"It sent the iron straight up into his skull and out of the top of his head, landing some 30 metres away. (...) Phineas was unconscious before getting up and riding an oxcart into town with, 'a big bleedin' hole in his head'. (...) although Phineas survived, he was a changed man. Now he was reportedly unreliable, partial to swearing and often making inappropriate remarks."
I guess If I were him I'd be a little partial to swearing too.
Dario - perhaps worth giving a look to be up-to-date...
There's even an article "Improving Classical and Decentralized Differential Evolution with New Mutation Operator and Population Topologies". They quote our CEC paper, but not the ParCo.
Don't know if you have full text access, so here goes the quote:
"Recently, Izzo et al. designed in [27] a heterogeneous
asynchronous island model for DE. They considered five
islands and five DE strategies (DE/best/1/exp, DE/rand/1/exp,
DE/rand-to-best/1/exp, DE/best/2/exp, and DE/rand/2/exp),
and studied five distributed DEs using the same DE strategy in
all the islands, and a heterogeneous model with one different
DE strategy in every island. As a result, the heterogeneous
model is not outstanding, but performs as well as the others."
:)
It's in the context of a review of the work that's been done about DE with island model in general, they don't evaluate.
Pity they didn't refer to the ParCo article on topologies, as it was a bit more extensive and more focused on the method (as they do in the article) rather than on the problem (as was our CEC paper, if I recall well).