Technically, from identical initial conditions, several results are possible. I am using the technical a little more narrowly in that I am suggesting there are significantly different results possible. So I don't include an electronic system where the voltage is 100V +/-10mV because of thermal noise. In the case of evolution I would say that even with the exact same non-biological inputs, they is no guarantee that the end of the age of dinosaurs guarantees a branch as intelligent as humans as one example of a "siginificantly different possibility".
I do that because I think that evolution is random even in many non-technical senses. I would agree that evolution is not random if using the layman's definition of uniform probability, but the sum of two dice is non-uniform, but in most ways I have seen it used in general speech I think it is random.
Edited to add: Sorry for the long answer, but I really think it is random in many senses of the word, trying to be specific about some of the senses that don't apply.
And also so people understand I don't mean it in the almost useless sense that anything made up of quarks and leptons (i.e. everything) is going to be random in a very strict sense.
Thank you.
Now that we have a definition, we can have a discussion. To use my philosophy minor for some use, your argument appears to be the following:
1 - Systems which have identical initial inputs can have different outputs. (In other words, non-determanistic).
2 - Evolution is such a system.
C- Therefore, evolution is random.
Your argument is sound, but I disagree with your premises. Specifically, 2. You are including all of evolutionary history as your "system", but only setting the first set of inputs as the same.
So lets simplify your example into three scenarios:
1) A point mutation occurs. Assuming equal ratios of nucleotide mutation frequiencies, and assuming identical initial conditions, do you think the same mutation would occur a second time?
2) A defined level of variation exists in a population. Selection changes the frequencies of alleles in the population over time (i.e. evolution). Assuming identical initial conditions (i.e. the same defined variation), do you think we would see the same change in allele frequencies occur a second time?
3) A population of
E. coli exists in which all the members contain a plasmid which encodes a Kanamycin resistance gene. In this gene is a transposon (transposable element), thus switching this gene off. Growing colonies of this
E. coli strain on growth medium which contains Kanamycin leads to the arisal of Kanamycin resistant colonies, as a result of the transposon 'jumping' out of the gene, thus switching it back on. When this happens is unpredicable. Given identical initial conditions, do you think the same ratio of Kanamycin resistant colonies would arise?