Just apply the mutation rate to the current level of divergance. The SNPs don't seem all that difficult but the indels dwarf them by a considerable amount. One of the biggest problems is that there is not indel rate because they don't happen anywhere near as frequently as they would have had to.
Neither really, just the level of divergance and how is could be accounted for, because it cant'. Do the math; 35,000,000 + 90,000,000 + 20,000,000 / 7,000,000. Then you take that ratio and apply it to the existing mutation rate for higher primates like apes and humans.
I don't know where you are getting this but it is a little silly for a serious question. For one thing its 5-7 million and if it makes it easier you can stretch it out to 10 million years. You have the mutation rate or at least a rough idea of what it should be, just go from there.
I've explained what darwins are and why I feel justified to use them. Given that the initial characteristic of a population has a quantitative measure x1, and its final characteristic after a time t of divergence (in millions of years) is measurable on the same scale as x2, the divergence in darwins is
ln (x2/x1) / t = [ln (x2) - ln (x1)] / t
This is a useful unit in cases where phenotypic divergence is being measured, where the direct genes responsible for the divergence still have not been identified causing an inability to directly apply predictions concerning genetic mutation.
I'll let TO talk to you:
http://www.talkorigins.org/faqs/comdesc/section5.html#morphological_rates
No, the energetic costs would be if you needed a new part or adaptation in order for the car to go up the hill. If you needed an engine that was three times the size you would need three times the energy...
But I'm not comparing a car to a person. I think I'm doing a crappy job explaining my idea of the phase space, I keep forgetting that people don't think in math like me
Okay. Imagine a flat sheet of rubber with a lined grid and the x-axis representing a particular configuration of brain genes and the y-axis representing a particular configuration of liver genes. Imagine a little ball which I can place on the rubber sheet: its current position represents the particular state of those genes in the human genome at any given time. If the ball is at (2,1), this corresponds to a particular set of genes, and if mutation occurs the ball shifts from (2,1) to say (2,2).
Now, let's say humankind's current genome is represented by (0,0) the origin, and the chimp's genome is represented by (1,1). The spot (0,0) corresponds to the brain and liver genes we see in humans today. What you are saying is that a change as small as from (0,0) to say (0,0.1) is hugely deleterious to humans. If humanity can't even make such a small step, how can I say that they could get all the way from some point between (1,1) and (0,0) to (0,0) without getting exterminated along the way?
But to me, your evidence is not conclusive because there is a plausible evolutionary interpretation of the data. In my view, natural selection is pulling the rubber sheet down so there is a hole at (0,0). If I drop a ball anywhere near (0,0), it naturally tends to roll down into (0,0). Of course, a ball can't roll out of (0,0) to even (0,0.1) without large energetic costs, and that is precisely what you are observing. In fact, this proves my point - many disease alleles in genetic disease are actually wild-type alleles in chimps, and if mutating from a current human allele to a chimp wild-type allele causes great deleterious effects, wouldn't it be a corollary that a mutation from a chimp wild-type allele into the current human allele would cause great
beneficial effects?