Or, too much thought, evidently.
That is true, I put in thought when replying here. That just shows that replying to you or Michael doesn't need that much thought
Peace be unto you
Or, too much thought, evidently.
Evolutionary theory doesn't depend on perfect randomness, that is only the source of arbitrary mutations upon which natural selection can work. If mutations are somewhat less than perfectly random, they are still the result of natural processes and do not conflict with a naturalistic explanation of the emergence of species.
Yes, it can, given further experimentation.
"Pseudorandomness", presumably, would be that variance belonging to real, additional factors such as other genetic loci, interacting loci, environmental factors or gradients.
Variance not explainable by any other effect would be truly random.
For the purposes of any test, however, all unexplainable factors are usually represented as random variance.
I would expect, however, that deviations from normality in the residuals of the original test would suggest either heteroscedasticity, OR - under other discrete distributions - the presence of underlying, unassayed variables.
In nature random simply means that events are unpredictable not that their cause is unknown.
Ok... but how will you perform "further experimentation" if you don't know the other factors for which to test?
True, that is if you knew all the "other effects. If we don't know all the "other effects", which we practically can't (or at least know that we know) and I don't think a scientist will come out and say "we know everything about this...." for this specific reason, and thus asserting "truly random" would be pre-mature.
The fact that they are represented as "random variance" doesn't mean they are.
Possibly – but, other factors should in most cases segregate randomly with sufficiently large sample size, which is one of the reasons we test (or SHOULD test) for statistical power prior to any analysis, and perform repeated analysis where the null is rejected. Naturally, as n decreases, we expect more spurious results, both due to small sample size of the coded factors, and of non-random background factors.Secondly you are affirming that "all unexplainable factors" would be deemed random even though we don't know all the factors that effect it, which could very likely be due to some type of "control" and not randomness
Well, it would be worse to assign a control to it that we can’t prove. But anyway, this isn’t always the case: clear patterns in data, such as periodicity, centrality or lack thereof, modality and general distribution can infer a great deal about control.- you can test further to see if it is truly random but we can't because we don't know all the factors to test for in the first place. So in other words by performing an experiment you aren't really testing for randomness but for "control"- anything other than that would AUTOMATICALLY be deemed random- in other words everything unexplainable is assumed to be random until proven otherwise- I find this assumption unscientific-
Rather: it is preferentially the cases which show control get published. Negative results are often hard to get into the literature. And, in each case, a percentage of variance is assigned to random error, or at least to the residual. In gene mapping, even after we control for one gene, we often find no additional evidence for other genes in complete genome-wide surveys. The control of phenotype is never so accurate.Anyways, why can't we assume everything to be controlled until proven otherwise? Because as far as I can tell- when science discovers new things they show them in the context of control, science always shows control when we know more about a subject
Simple: Brownian motion.Also as James R (I will respond to him later) said- the simplest explanation is more accepted- I would have to argue that "control" is more simple than "randomness" because control can be explained in the context of physical laws while randomness is basically an unknown force which is not explained by physical laws.
If we take Chaos Theory, it never really shows "true randomness" but pseudorandomness, because it is still "controlled" but the event is so "sensitive to the initial conditions" that we have this pseudorandomness-like appearance.
Natural mutations are very hard to follow. There is lab work which has tracked the course of mutations, though, and in each case there’s still within-population variation. Or even within-subject variation.Which you could also expect under pseudorandomness I believe. And on a second thought, do we have the data from the history to actually perform the statistical analysis on the mutations of the past? I don't believe we do. Only statistical tests can be done are what we can observe now- Do you know of a research that has done the statistical tests on natural mutations which they observed? I would like to see that paper...
PS-Note: I would also like to point out that there has been increasing evidence that all mutations are not entirely 'random.' There has been increasing research showing adaptive mutations which the organism controls itself to a degree due to environmental stress factors-. You can probably find recent work if you look at online databases like PubMed and others.
Well, that's why you need to control other factors as much as possible. Granted, some variance from background genes might occur in the latter two scenarios, but even in site-directed mutagenesis you still get residual variance. It's a simple fact that random variation does occur.
So we can't even say that the factors themselves are real with 100% certainty, although we might approach it (say, to 99%, which I not uncommonly find). How can we say there is no such thing as random variance when we can't even say for sure there is an effect?
I disagree: in many cases, this is undoubtedly so. See above.
Possibly – but, other factors should in most cases segregate randomly with sufficiently large sample size, which is one of the reasons we test (or SHOULD test) for statistical power prior to any analysis, and perform repeated analysis where the null is rejected. Naturally, as n decreases, we expect more spurious results, both due to small sample size of the coded factors, and of non-random background factors.
Well, it would be worse to assign a control to it that we can’t prove. But anyway, this isn’t always the case: clear patterns in data, such as periodicity, centrality or lack thereof, modality and general distribution can infer a great deal about control.
Simple: Brownian motion.
Chaos theory, IMHO, is poop.
Natural mutations are very hard to follow. There is lab work which has tracked the course of mutations, though, and in each case there’s still within-population variation. Or even within-subject variation.
Now, if you can find within-subject variance – in an individual with 100% relationship to itself, so to speak – what does that tell you?
Now: we can't say that all mutations are entirely random, but we also can't say that all mutations are not random, or even disadvantageous in certain circumstances or even overall.
We can only try to control all variables (if we knew them all in the first place). The random variance "does occur"- which is true but how much of that random variance is due to unknown variables and how much is due to pseudorandomness can not be known- at least I don't know how you would know it- so to say it "does occur"- although observable doesn't really show if it truly is random.
Still you can't differentiate with high certainty that it isn't pseudorandomness because all your tests would appear random.
I agree, I was simply trying to say that we take the other assumption (of randomness) but not of control. But it just means its presumed.
Brownian motion although 'random' can not be explained truly by physic laws, if it could then it would only be shown to be control because the forces that "push" it to jump one way are still controlling it- the difficulty is actually measuring each force- which theoretically could be done but not practically- and so the 'random' motion again is 'random' only because of the unknown magnitudes of the forces that act on it- which leads to a very unpredictable motion.
Correct, but why chose either side? Just change the word. Again I'm not trying to prove that randomness exists or does not exist but simply that the concept itself is confused by many, secondly there is no definitive way of differentiating pseudo-randomness, and since all mutations are not entirely random then to use it in general terms then when people read the theory they get the wrong idea. I'm only asking for a change of terms which can hopefully better represent the knowledge we actually have.
Peace be unto you
Actually - you probably should get back to James.
GeoffP knows what East Korea is better than anyone.I know this is off topic but do you know what east Korea is?