Particle Swarm Optimization for Picture Analysis
Roland Piquepaille writes "Particle swarm optimization (PSO) is a computer algorithm based on a mathematical model of the social interactions of swarms which was first described in 1995. Now, researchers in the UK and Jordan have carried this swarm approach to photography to 'intelligently boost contrast and detail in an image without distorting the underlying features.' This looks like a clever concept even if I haven't seen any results. The researchers have developed an iterative process where a swarm of images are created by a computer. These images are 'graded relative to each other, the fittest end up at the front of the swarm until a single individual that is the most effectively enhanced.'"
I love an article on digital imaging technology that has no pictures. This is 2008. Send out your press release with a photo...of something...anything.
Careful What You Wish For....
Um... if the computer knew how to tell a good picture from a bad, couldn't it have just created a good picture in the first place? This all seems rather useless/confusing to me.
Just -1, Troll talking to another.
I wonder why they call it a "swarm approach". I'm always suspicious toward people using the latest buzzword, especially if what they are doing sounds like "sorting". The interesting part is the criterion they use, not how they sort the images.
"It's too bad that stupidity isn't painful." - Anton LaVey
IAAAIR...
Oh god, not another 'Bayesian methods for everything' guy..
I know the type, but...
I have a GA that can outperform a neural network on a particular task
Really? Sounds unlikely to me, because a NN is a function which maps inputs to outputs (sigmoid, sum, sigmoid, sum,...) and is often, but not always optimized with gradient descent. A GA on the other hand is an optimization algorithm. You could optimize an NN with a GA if you wished.
Either way, a mapping function (eg an NN) is not really comparable to a method op optimizing a mapping funcion (eg a GA).
SJW n. One who posts facts.