Welcome to the group!
I donāt see the problem here.
Suppose an organism is born with 100 mutations that its parents did not possess.
Also suppose that 90% of its genome is junk.
That means, right from the outset, at least 90% of these mutations can be expected to be neutral, since they would be occurring in segments of the genome that have no effect on function (i.e. are junk).
How much higher than 90% this number will be will depend on the proportion of mutations to functional parts of the genome that are neutral, beneficial, or deleterious.
Pretty simple, really.
Yep, itās just layers of assumptions that range from merely unrealistic to completely off the rails.
A post was merged into an existing topic: Comments on Sanford and Carter respond to PS participants
A post was merged into an existing topic: Comments on Sanford and Carter respond to PS participants
This has already been addressed by others, but my main complaint was the claim that this was the first time the selection threshold had been determined quantitatively. Would you care to defend that claim?
I donāt know what youāre trying to say here. If you have evidence that most mutations of very small effect are deleterious, present it. Youāll be the first to do so.
Both are falsified by the Lenski LTEE data too, I think.
Technically mutations in junk do have small fitnesses associated with them, they are not strictly neutral.
But here @glipsnortās analogy with using toner to print letters on pages shows why, at least with respect to junk DNA, the mutations that occur in junk DNA will have an equal distribution of deleterious and beneficials. Thatās because to print every one of those letters carries a very small cost in terms of toner (just like copying useless DNA basepairs costs a tiny bit of energy). But this cost is very small, basically invisible to large multicellular eukaryotes with small relative population sizes.
Now, the different letters donāt have equal costs. For example it might cost more toner to print the letter M than the letter I, thereās simply more lines to print. A page consisting entirely of M will cost more toner than a page consisting entirely of I. So if you can only mutate between M and I and mutations are essentially random, at some point youāre going to reach some number of Ms in your junk sequence that reversal to I has become as likely as turning any remaining Iās into Ms too, and then youāve reached an equilibrium where the distribution of deleterious to beneficial mutations in junk DNA is equal. Thatās regardless of whether mutations are chemically biased more towards turning I into M, than M into I. At some point youāre still going to hit some equilibrium where youāve got so many Mās that the probability of reversing to I equals the probability that any remaining Iās mutate into M. And then your distribution of fitness effects will be equally deleterious to beneficial.
Both are falsified by the Lenski LTEE data too, I think.
Yes, I would agree that Lenskiās LTEE directly falsifies both premises. However, microbial mutational accumulation assays are such strong evidence against the GE hypothesis that more recent interlocutors have excluded bacteria from its purview. I would suggest this is a case of special pleading. Rather than arguing over logical fallacies, I chalk it up to a silently acknowledged failure of the hypothesis to survive experimental scrutiny.
One of the biggest problems with the whole GE concept is the completely bonkers(effectively physically impossible) assumption that the DFE of mutations must remain essentially constant no matter how highly adapted an organism is. That simply does not make physical sense. I dare say, it has to be physically impossible for this to be the case.
Living organisms are entities of atoms and molecules that function according to the laws of physics. They have weight, their constituents are held together by inter and intramolecular forces of attraction, and they must spend energy to perform their life-essential functions. This implies there are some absolute limits for how effective any given function in an organism can become.
At some point it will not be physically possible to improve some aspect of an organism in a way that contributes to itās reproductive fitness, without that either compromising some other aspect of itās physiology, or hitting some hard, fundamental physical limit.
There is going to be some relationship between the organisms total weight due to itās mass, and itās energy expenditure required to maintain this total mass. There will be some global optimum where it physically cannot grow bigger without the material of which it is made collapsing, or it will require more energy to maintain itās body than it can ever hope to collect and consume.
At that point, this aspect of the organismās physiology that contributes to itās fitness cannot be further improved. That means there are no more beneficial mutations that can contribute to this part of the organism. That means the distribution of fitness effects of mutations, when at the top of the fitness peak, has been skewered entirely to neutral and deleterious. Either mutations are strictly neutral, or they are deleterious.
The most obvious example I can think of is enzymes. There is an absolute limit to how effective an enzyme can become where it cannot be further improved. This limit is defined by how fast the substrate can diffuse into the active site. It does not matter that it might be possible to make the enzyme able to pull electrons off the substrate even faster, because it would still have to wait for a new substrate molecule to diffuse into the active site. That means when a large fraction of the enzymes in your genome are approaching global, or even local optima, the DFE of mutations for them will start to skew more towards neutral and deleterious. The corollary of this is that, when you move further down towards lower fitness, many more beneficial mutations become available that were not available at or close to the top.
This explains why it cannot be true, in terms of absolute numbers, that the DFE of mutations is constant. There cannot be a fixed relationship between beneficial and deleterious mutations. Their relative numbers must change and reflect the level of fitness for the organism. Highly adapted organisms must have many more deleterious mutations available to them than very poorly adapted organisms.
Another related factor that also affects the DFE of mutations, and shows that it cannot be constant, is the phenomenon of diminishing returns espistasis. As I wrote in the DFE of mutations thread:
In reading one of the papers from the LTEE the concept of diminishing returns epistasis was mentioned, which also helps explain why it has to be physically true that the shape of the curve for the DFE of mutations must change over time as organisms become either more less well adapted.
Imagine an organism A that has some reproductive rate, and then a beneficial mutation occurs that increases itās expected number of offspring by one. Now if this organism normally is expected to produce 100 offspring, and it has one more, it has improved itās number of offspring by 1%.
Now imagine another organism B that has twice the reproductive rate that A had, and then this organism suffers the same mutation A did. It produces 200 offspring normally, and now can add one more. But now the mutation only has a 0.5% effect of improvement.
But that would imply the selection coefficient for this mutations has decreased. As the organism has gotten more fit, the effects of individual mutations have gotten smaller in proportion.
An analogy is that you are to push a heavy car that has run out of fuel to the nearest gas station. When you do it alone itās very hard, but if you get another person to help, itās half as hard, but then if you get one more, youāre doing a 3rd the work, and then with a fourth, a quarter the work. The gain from every additional person helping push the car becomes smaller and smaller, to the point of being neglible. When youāre 30 people pushing the car, you probably canāt even feel if any single person decides to take a break.
Again it is trivial to think of real examples where real biochemistry would result in mutations exhibiting diminishing returns epistasis due to the fitness-level of the organism. Where gaining two more ATP molecules per second means much less to an organism that can generate 1 billion per second than it does to an organism that can generate 1 million per second. Which means the same mutation that adds two more ATP molecules per second, can have a literally thousand-fold smaller effect for the highly adapted organism, than for the poorly adapted organism. Which means that the DFE of mutations has shifted, it canāt be constant.
So they canāt be constant in terms of absolute proportions benefical:deleterious, and they canāt be constant in terms of their magnitudes.
Technically they may have fitness associations, but Iām skeptical of claiming those associations outnumber strictly neutral sites on average. Iām curious if you have a citation or two to back this up?
Thereās nothing more I can say to this; Drs Carter and Sanford addressed this gaslighting (?) in the article itself. All the data we have on mutations strongly and clearly show a massive skew toward deleterious. Thatās why:
āIn summary, the vast majority of mutations are deleterious. This is one of the most well-established principles of evolutionary genetics, supported by both molecular and quantitative-genetic data.ā
Keightley P.D. and Lynch, M., Toward a realistic model of mutations affecting fitness, Evolution 57 (3):683ā5, 2003
Consider the dead horse beaten.
Iām not going to debate Junk DNA; it was handled in the article. But even if I grant junk DNA, it doesnāt solve your problem. Dr Schaffner has already stated that he is not arguing that all effectively neutral mutations happen in junk DNA. That fact alone means the distribution canāt be even; there will certainly be more damaging than beneficial mutations in the spectrum. And that is not something that can be handled by evolutionary theoryāit is fatal, both literally and metaphorically. I also happen to think Dr Schaffner is both educated and intelligent enough that he already knows this fact. Maybe heās holding out for future discoveries to come to the rescue?
That silly claim has already been addressed and debated on this forum. No need to repeat myself, other than to simply say again that there is no limit to how engineering solutions can be creatively applied to improve things. If you canāt get any faster in a car you can invent an airplane. And so forth.
It hasnāt.
Thereās a right answer.
Not if weāre going to stay on topic it doesnāt.
Itās been addressed in the sense that you wrote an answer, and it was silly when you wrote it. I responded back by explaining how silly your answer was, and Iāll be happy to repeat that here.
Of course there is. The laws of physics themselves will at some point step in and prevent improvement. Take the enzyme again, the substrateās rate of diffusion is fundamentally limited by itās behavior in solution, which owes to the nature of the fundamental forces of attraction and repulsion that govern itās atomic and subatomic constituents. It just canāt get better.
So how do you get substrate to the active site faster? Maybe you get a transport protein to put it in there faster than diffusion, but wait, your transport protein needs energy to catalyze the translocation of substrate, it needs to convert ATP to ADP. So now you need ATP to diffuse into the transport proteinās active site, which is limited by the rate of diffusion of ATP. So now you want to shuttle ATP to the transport protein with another transport proteinā¦ and on and on. You canāt get around it.
Some given protein that binds to DNA just canāt bind any better without taking up too much space. Thereās a physical limit to how strong chemical bonds can get, and of course if they get too strong they canāt be removed again. Etc.
Congratulations, youāve discovered the concept of niche construction, which is to change the fitness landscape of your environment by your own evolution, and adapt to a different mode of life, not to actually evolve higher reproductive fitness.
But that too would entail a fundamental change in the distribution of fitness effects of mutations through historical contingency and conditional sign epistasis, because now mutations that used to negatively affect your ability to drive fast, such as big strong wheels, might positively benefit your ability to land or take off. An entirely new spectrum of mutations has to be established, the old one no longer applies.
It actually goes a long way towards answering why many mutations would have very small effects, as since the genome is mostly junk most mutations will occur in junk, and junk-mutations mostly have small effects. So this would partially contribute to the height of the curve near neutral.
And just to stave off any confusion, Iām not saying the junk protects against deleterious mutations in functional regions as the rate of mutation does not depend on the amount of DNA.
Neither did I. You seem confused.
No, that fact does not mean that at all.
Across the genome in total? I would not dispute that, but I would dispute the claim that the distribution is constant, and that it will always have an insurmountable fraction in the zone of no selection. That claim is physically unrealistic, and is in fact contradicted by experiment.
Now of all silly things said in this thread, that one has to take the cake.
A post was merged into an existing topic: Comments on Sanford and Carter respond to PS participants
What you describe is not Sanfordās model as I understand it. Are you sure Iām wrong?
No, he assumes that the component of fitness contributed by nearly neutral alleles will be equal enough so as to preclude selection. I donāt think he doubts purifying selection, i.e. that there are alleles that are individually deleterious enough to be subject to selection. Are you sure? GE is about the accumulation of nearly neutral alleles, not the accumulation of significantly deleterious alleles.
What data could there be? If the selection coefficient is low enough that the allele is nearly neutral, thereās no way to detect it. Selection coefficients that that canāt be detected in the lab are enough to be selectable in wild populations, and nearly neutral alleles are even less detectable.
Afaik the different DNA basepairs A-T and G-C donāt have exactly equal metabolic costs, among other things because they donāt have exactly equal lengths of pathway biosynthesis. I donāt know the actual exact differences, but in so far as they are not exactly equal, they canāt have exactly equal fitness costs of replication unless there is some other indirect physicochemical effect they have that somehow exactly balances out their cost of biosynthesis, which just seems doubtful to me.
Yes. We can go chapter and verse if you want through the early chapters of āGenetic Entropy and the Mystery of the Genomeā.
If itās causing enough problems to cause extinction, then it isnāt ānearly neutralā. Itās significantly deleterious. Which brings us back to the question of relative fitness within a population. If there are differences (which you seem to agree there are), then the least bad genomes will be selected for. Do you dispute that?
What you describe is not Sanfordās model as I understand it. Are you sure Iām wrong?
Based on what I see here, you certainly do understand Dr Sanfordās thesis better than Stern Cardinale does. Iāve explained it to him countless times, but he is one of those who will not understand. And certainly not if it is coming from me. Maybe you can explain it.
What data could there be? If the selection coefficient is low enough that the allele is nearly neutral, thereās no way to detect it.
Perhaps not in isolation. But as mentioned in the joint article, we can look at the overall effects of mutations as a whole as we do mutation accumulation experiments. Most mutations are nearly neutral. So to say we have āno ideaā what the DFE is for nearly neutrals is just wrong. We know it must be overwhelmingly negative, just as most mutations are overwhelmingly negative. This is both data-driven and intuitive. It is much easier to break a functional machine with unplanned changes than it is to make improvements on it. This is so obvious it should not need to be debated by intelligent people.
If itās causing enough problems to cause extinction, then it isnāt ānearly neutralā.
Yes, it is. The extinction only comes from the cumulative load.
Itās significantly deleterious.
Only in combination, as a total deleterious mutational load.
If there are differences (which you seem to agree there are), then the least bad genomes will be selected for.
Every member of the population will have inherited a new set of mutations, and nearly all, if not all, of these will be detrimental. Nearly all of them, if not all of them, will be effectively neutral. That will still be the case, even when you pick the āleast badā. But since the differences are so tiny, it doesnāt matter anyway. Other non-genetic factors (noise) will play a much stronger role in survival.
Afaik the different DNA basepairs A-T and G-C donāt have exactly equal metabolic costs, among other things because they donāt have exactly equal lengths of pathway biosynthesis.
I think thatās an interesting perspective, but Iām not quite sure the cost-benefit analysis is straightforward for single-nucleotide variants. In either transition or transversion, the ratio of purine to pyrimidine should remain the same. Itās been a while since Iāve thought about nucleotide synthesis, but each synthesis step is regulated by the availability of ATP/GTP or CTPāitās not clear to me why there would be overall differences in metabolic cost. Guess Iāll go look at the pathway