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Creation Evolution University • View topic - Anti-Weasel programs

Anti-Weasel programs

A forum for discussion and criticism of specialized topics relevant (pro and con) to Intelligent Design (ID) -- design detection, design specification, irreducible complexity, origin of life, platonic forms, design matrix, population genetics, cybernetic theories, semiotic theories, Fishers's fundamental theorem, Kimura's neutral evolution, Darwinian evolution, modern synthesis, probability theories, fine tuning, typology, discontinuity systematics, steganography, evolutionary algorithms, published ID material, ID philosophy, front loaded evolution, omega point theory, anthropic principles, multiverses and many-worlds, panspermia, extra terrestrials, teleology in biology, redundant complexity and fault tolerance, algorithmic complexity, complexity measures, no free lunch, blindwatchmakers, bad design, evil design, junk DNA, DNA grammars, von Neumann replicators vs. autocatalysis, Quines, polyconstrained DNA, Mendel's Accountant, DNA skittle, re-association kinetics, molecular clocks, GGU/GID models, enigma of consciousness and Quantum Mechanics, Turing machines, Lenski's bacteria, thermodynamics, Avida, self organization, self disorganization, generalized entropy, Cambrian explosion, genetic entropy, Shannon information, proscriptive information, Programming of Life, law of large numbers, etc.

Anti-Weasel programs

Postby stcordova » Sat Mar 10, 2018 2:53 pm

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Re: Anti-Weasel programs

Postby Eric Holloway » Sat Mar 10, 2018 4:16 pm

Last edited by Eric Holloway on Sun Mar 11, 2018 7:50 pm, edited 1 time in total.
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Re: Anti-Weasel programs

Postby stcordova » Sat Mar 10, 2018 7:47 pm

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Re: Anti-Weasel programs

Postby Eric Holloway » Sun Mar 11, 2018 7:56 pm

Eric Holloway
 
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Re: Anti-Weasel programs

Postby Eric Holloway » Sun Mar 25, 2018 7:55 am

Attachments
exponential.png
This chart shows the results of the simulation "exponential.py". We see that the population must grow faster than exponential to support indefinite organism length increase.
exponential.png (24.44 KiB) Viewed 2988 times
redundancy2.png
This chart produced from the "redundancy.py" simulation results shows the redundancy increase to maintain a constant survival probability. It grows at an exponential rate. This means for a unique function of length X, the genome's unique functionality is only X/2^X, approaching zero in the limit.
redundancy2.png (24.55 KiB) Viewed 2988 times
Eric Holloway
 
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Re: Anti-Weasel programs

Postby Eric Holloway » Mon Mar 26, 2018 9:44 pm

Eric Holloway
 
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Re: Anti-Weasel programs

Postby Eric Holloway » Tue Mar 27, 2018 1:09 pm

Another objection is the model does not account for beneficial mutations.

This is simple to address. We add a new variable, q, to be the probability a mutation is harmful.

Whereas in the original model, all mutations are harmful, with the addition of q, then the survival probability (s) is calculated as:

s = (1-pq)^L

where p is the probability a bit is flipped and L is the length of the organism.

Now, we can solve for q, giving us:

q = (1-s^(1/L))/p

In the limit as L approaches infinity (oo), the equation becomes:

q = (1-s^(1/oo))/p = (1-s^0)/p = (1-1)/p = 0/p = 0

The graph looks like:

beneficial.png
This graph shows that as the length of the organism increases, almost all mutations become non-harmful. Value for p and s is 0.9.
beneficial.png (22.12 KiB) Viewed 2965 times


This means that as the organism becomes more complex, then for a constant survival rate to be maintained most of the mutations must become non-harmful.
Eric Holloway
 
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