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WASHINGTON, D.C. — Placing two species of flour beetle in the same jar of flour needn't always result in one species driving the other to extinction, as ecologists have thought. A new mathematical model presented January 5 at the annual Joint Mathematics Meetings shows how sometimes these two competing species can coexist.
The new research raises questions about a common assumption in ecology, the idea that only one species can survive in a specific ecological niche. Like similar species of flour beetles living in and eating the same flour, two species that share a niche ought to compete until one wipes out the other, according to the long-held theory.
But the theory assumes that no evolutionary changes occur in the beetles over a few dozen generations. By expanding the theory to include equations for subtle evolutionary changes even on such short time scales, mathematicians found that evolution can sometimes steer the two species toward coexistence.
"I think it opens some questions about this dogmatic view in ecology," says Jim Cushing, coauthor of the study and an applied mathematician at the University of Arizona in Tucson. "It reopens the issue of what you consider a niche to be."
Cushing and his colleagues were trying to explain an anomalous result from a classic flour-beetle experiment performed in the 1960s. In the series of experiments, one of the two species pushed the other to extinction every time — except once. In that one case, the two species coexisted in a jar of flour for more than 30 generations. Trying to explain why that one case would be different from all the others has challenged scientists ever since.
At the time, researchers noted a small evolutionary change in the traits of the beetles in the one anomalous case. Flour beetles sometimes eat the eggs of their own species as well as those of closely related species. The beetles in the oddball case had evolved to become more-voracious egg eaters.
Cushing and his colleagues designed a mathematical model that, unlike previous models, allowed the egg-eating trait to evolve — which affected the birth and death rates of each species. Neither species went extinct after more than 30 generations.
"What makes this work very, very exciting is the assumption was that if you start with equal conditions, you will always get one species outcompeting the other," comments Joel Brown, an evolutionary ecologist at the University of Illinois at Chicago. "They're showing how just a tiny bit of evolution might actually explain the discrepancy."
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It is also unclear to me what you mean by "The evolutionary changes from two competent species must solved on molecular level." I'm sure you mean "competing", but apart from that, it sounds like you mean to say that mathematics cannot teach us anything in this case. That co-existence in the odd-ball case "may be attributed to one or more factor[s]" does not mean that it couldn't be one factor alone. And that is exactly what mathematics can elucidate.
How do you even know that "This behavior in flour beetles niche depend upon many biological parameters"? The point of this study was exactly to determine whether eating eggs alone could account for the odd-ball case, and that's what the study finds.
Biological Evolution Discovered
By Mathematicians And Evolutionary Ecologist
A. From "Mathematicians show how beetles can share a niche"
http://www.sciencenews.org/view/generic/id/39715/title/Mathematicians_show_how_beetles_can_share_a_niche
New equations help solve decades-old puzzle of why one species does'nt always outcompete another.
Placing two species of flour beetle in the same jar of flour needn't always result in one species driving the other to extinction. A new mathematical model shows how sometimes these two competing species can coexist.
"It opens some questions about this dogmatic view in ecology...It reopens the issue of what you consider a niche to be."
In the novel illuminating case researchers noted a small evolutionary change in the traits of the beetles. They sometimes eat the eggs of their own species as well as those of closely related species. In this case they evolved to become more-voracious egg eaters.
Cushing and his colleagues designed a mathematical model that, unlike previous models, allowed the egg-eating trait to evolve — which affected the birth and death rates of each species. Neither species went extinct after more than 30 generations.
What makes this work very, very exciting, comments an evolutionary ecologist, is that it shows how just a tiny bit of evolution might actually explain the results... (end quotes)
B. What a thrilling scientific discovery!
How just a tiny bit of evolution might actually explain the results...the co-existence of competing species...
Wow! this may explain why in some niches some competing species struggle violently whereas in others they coexist thrivingly! And just think that this may apply to so many types and sizes of niches and to so many species! Wow! It may apply even to human societies!
Dov Henis
(Comments From The 22nd Century)
http://blog.360.yahoo.com/blog-P81pQcU1dLBbHgtjQjxG_Q--?cq=1
Life's Manifest
http://www.the-scientist.com/community/posts/list/112.page#578
Culture, A Ubiquitous Biological Entity
http://www.the-scientist.com/community/posts/list/98.page
- James @ http://www.4insure.net
http://www.smallcrystalchandeliersnow.com/schonbek-crystal-chandeliers.html/
http://www.smallcrystalchandeliersnow.com/waterford-crystal-chandeliers.html
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