This is an honest question and I do hope I'll better understand rudimentary biology that way. For all intents and purposes, I shall define "beneficial" mutations as mutations that further reproduction or survival and "malignant" mutations as those that hamper procreation or lead to observable detrimental effects.
While it is easy to imagine natural selection working on organisms that reproduce in great numbers under limited resources (where malignant mutations would inhibit reproduction), I am having problems applying this to higher organisms.
1.) Malignant mutations may manifest only after an organism has procreated or even fail to inhibit procreation altogether while still causing disease.
2.) Furthermore, given all we know about biochemistry, the odds of a mutation being malignant/indifferent are multitutes higher than a mutation being beneficial.
3.) Additionally, it is fair to say that as the complexity (determined by the amount and amino-acid length of proteins involved in any cellular pathway) of a given polypeptide/protein increases, the odds that a mutation will lead to loss of function rather than a gain of function (which can, in most cases, translate to a beneficial genetic code turning malignant), will also increase.
Wouldn't it be standing to reason that as the complexity of an organism increases, the speed of evolution will decrease and potentially even reach a point in which the population consists of individuals that are potent to procreation but at the same time riddled with disease that manifests after the age of procreation?
Noting that natural selection is also subject to statistical dispersion (i.e. there can be "lucky" organisms that survive though they are less fit than "unlucky" organisms), wouldn't there be a "maximum" level of evolution at the point where beneficial mutations become so rare that the effects of statistical dispersion negatively affecting natural selection exceed that rate?
Sorry for the English and thanks for the help!
While it is easy to imagine natural selection working on organisms that reproduce in great numbers under limited resources (where malignant mutations would inhibit reproduction), I am having problems applying this to higher organisms.
1.) Malignant mutations may manifest only after an organism has procreated or even fail to inhibit procreation altogether while still causing disease.
2.) Furthermore, given all we know about biochemistry, the odds of a mutation being malignant/indifferent are multitutes higher than a mutation being beneficial.
3.) Additionally, it is fair to say that as the complexity (determined by the amount and amino-acid length of proteins involved in any cellular pathway) of a given polypeptide/protein increases, the odds that a mutation will lead to loss of function rather than a gain of function (which can, in most cases, translate to a beneficial genetic code turning malignant), will also increase.
Wouldn't it be standing to reason that as the complexity of an organism increases, the speed of evolution will decrease and potentially even reach a point in which the population consists of individuals that are potent to procreation but at the same time riddled with disease that manifests after the age of procreation?
Noting that natural selection is also subject to statistical dispersion (i.e. there can be "lucky" organisms that survive though they are less fit than "unlucky" organisms), wouldn't there be a "maximum" level of evolution at the point where beneficial mutations become so rare that the effects of statistical dispersion negatively affecting natural selection exceed that rate?
Sorry for the English and thanks for the help!