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Bees Solve Hard Computing Problems Faster Than Supercomputers

Posted October 26, 2010 11:08 AM

From Popular Science - New Technology, Science News, The Future Now:

Yet another reason to save them from extinction We already know bees are pretty good at facial recognition, and researchers have shown they can also be effective air-quality monitors. Here's one more reason to keep them around: They're smarter than computers. Bumblebees can solve the classic "traveling salesman" problem, which keeps supercomputers busy for days. They learn to fly the shortest possible route between flowers even if they find the flowers in a different order, according to a new British study. The traveling salesman problem is an http://en.wikipedia.org/wiki/NP-hardNP-hard (read: very hard) problem in computer science; it involves finding the shortest possible route between cities, visiting each city only once. Bees are the first animals to figure this out, according to Queen Mary University of London researchers. Bees need lots of energy to fly, so they seek the most efficient route among networks of hundreds of flowers. They navigate using angles of sunlight, which helps them find their way home, researchers say. To do this, their tiny brains must pack a powerful memory.(Old bees are more forgetful, according to a separate study that came out last week.) Related ArticlesNew Insight into Cause of Honeybee Colony Collapse DisorderBees Can Be Trained to Recognize Human FacesGerman Airports Using "Biodetective" Honeybees To Monitor Air QualityTagsScience, Rebecca Boyle, bees, bumblebees, computer science, honeybees, math, memoryTo test bee problem-solving, researchers Lars Chittka and Mathieu Lihoreau tested bees' response to computer-controlled artificial flowers. They wanted to see whether the bees would go after the flowers in the order in which they were discovered, or if they would figure out the shortest route among all the flowers even as new ones were added. The bees explored the locations of the flowers and quickly figured out the shortest paths among them, according to a Queen Mary news release. This is no small feat, especially considering bee brains are about as big as a microdot. When it comes to intelligence, size apparently does not matter. Earlier this year, researchers showed that bees recognize individual faces because they can make out the relative patterns that make up a face. The new research further suggests bees are highly sophisticated problem solvers, and that better understanding of their brains could improve our understanding of network problems like traffic flows, supply chains and epidemiology. The research will be published this week in the journal The American Naturalist. [Queen Mary University of London]

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#1

Re: Bees Solve Hard Computing Problems Faster Than Supercomputers

10/27/2010 7:39 AM

If the article's title omitted the reference to the supercomputer, readers would marvel at the efficiency of travel calculated by the reasoning power of the bee's brain. I find it to be another fascinating example of the diversity of life on the planet, enough for me.

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Guru
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#2
In reply to #1

Re: Bees Solve Hard Computing Problems Faster Than Supercomputers

10/27/2010 10:18 AM

Is it reasoning or is it the way of Mom Nature to work through generations of mutations to provide a species with a "natural" advantage?

In other words, it appears to me that the bees don't "reason", they simply have a continually refined hardwired natural algorithm that's been developed over millennia to aid in their survival.

Hooker

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#3
In reply to #2

Re: Bees Solve Hard Computing Problems Faster Than Supercomputers

10/27/2010 3:01 PM

...or that neural networks are 'shortest path' objects themselves, and therefore we all have the same ability. (if we could access our brains at that fundamental level)

I think that if you can 'thread strings' through all the possible paths, then the calculation is really just comparing the leftover strings. (based on the understanding that the shortest path between 2 points is a straight line)

They don't need to know the equation of a line... they just need to store a number representing the distance (flight time) between each pair of points, and put those in a list and then add and compare all the lists for each path.

hope you understand what i'm trying to say.

Chris

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