A Comprehensive Introduction to Intelligent Design by Verla Poole

By Verla Poole

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Quoting Dembski Thus, the event E might be a die toss that lands six and T might be the composite event consisting of all die tosses that land on an even face. Kolmogorov complexity provides a measure of the computational resources needed to specify a pattern (such as a DNA sequence or a sequence of alphabetic characters). Given a pattern T, the number of other patterns may have Kolmogorov complexity no larger than that of T is denoted by φ(T). The number φ(T) thus provides a ranking of patterns from the simplest to the most complex.

If irreducible complexity is an insurmountable obstacle to evolution, it should not be possible to conceive of such pathways. Niall Shanks and Karl H. Joplin, both of East Tennessee State University, have shown that systems satisfying Behe's characterization of irreducible biochemical complexity can arise naturally and spontaneously as the result of self-organizing chemical processes. They also assert that what evolved biochemical and molecular systems actually exhibit is "redundant complexity"—a kind of complexity that is the product of an evolved biochemical process.

The term used for this process is "exaptation". The mammalian middle ear (derived from a jawbone) and the panda's thumb (derived from a wrist bone spur) are considered classic examples. A 2006 article in Nature demonstrates intermediate states leading toward the development of the ear in a Devonian fish (about 360 million years ago). Furthermore, recent research shows that viruses play a heretofore unexpectedly great role in evolution by mixing and matching genes from various hosts. Arguments for irreducibility often assume that things started out the same way they ended up—as we see them now.

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