these cutting competitions cuts are a WAY better test of edge
sharpness & strength than whittling a hair (or many of the tests you see for that matter).
I can't see how they do a better job on sharpness. These competitions test a system, knife + user. Doesn't matter how sharp your knife is if you miss the rolling ball. I don't see much point in testing 'sharpness' anyway, doesn't seem there's any cutlery grade steels that won't hit the same level, at least for one cut. Really, I don't know if it's too valuable on strength either. We'd need to know all the parameters of the edge & bevel, not just the steel used, to get anything useful from that. I enjoy the novelty of tests and comparisons, but am losing any feeling of advancement from them because of the unaccounted for variables and lack of validation through repeated testing.
I just think they're cool events, but they're about as useful in determining best steel as NASCAR is for saying if Ford or Chevy is better. Still have drivers, crews, weather & track conditions, etc. to look at. Better to just watch and enjoy. Well, if you can enjoy watching a bunch of guys turn left for hours on end
I'm not trying to poke you with a stick, but want to reply to this.

The strength of an edge is very important - if the edge is not strong enough to make the cut, bad things happen to it. Of course edge strength is a combination of various factors, and they are all tested during a cutting competition. If any factor falls short, the result is edge damage, and the knife is DQ'd. You absolutely will know that the knife in question has an edge that stayed sharp while making those cuts, & not get damaged in the process. And even if you did quantify every factor that contributes to it, you still will only know THAT ONE combination of those factors did it (highlighting the lack of any useful hypothetical relationships or models for cutting, or any large scale empirical test data).
Whereas a hair whittlin' knife could lose that edge after one cut through rope, due to bad sharpening or geometry. A really sharp knife doesn't do one much good if the edge folds over like an accordian after one cut.
Thus imo it is obviously a better test than whittlin' hairs - I have a friend that has hair that any knife I carry can whittle, yet very few can whittle my daughter's hair. So when see a picture of a whittled hair, it tells me that the knife is at least pretty sharp, but maybe/probably not tree topping blonde arm hair or slicing a tube of phone book paper sharp. So I'll take an edge that can succesfully go through a cutting competition over one that can whittle a hair every time.
Sharpness needs to be tested if you are going to do scientific testing, and want to start with equal sharpness. These competitions are not scientific tests, but they contribute more to the knowledge base than some of the tests that do claim to be scientific (ahem).
Really, I don't know if it's too valuable on strength either. We'd need to know all the parameters of the edge & bevel, not just the steel used, to get anything useful from that.
What good would it do if someone did quantify every aspect of all the factors that contribute to the knife successfully making these cuts without damage? You'd still just know that that one knife, with those attributes, made the cuts without edge damage or blade failure. And we still could not scientifically state with any assurance if a knife otherwise identical, but with only one characteristic changed, could successfully make those cuts without edge damage. So while I agree that it would be interesting to know all the geometry and properties of the knife, knowing them would not take us further towards an understanding of why they all worked.
This highlights what scientific testing can do - practically for our purposes, it can make comparisons of one cutting variable. Because there is very little theoretical understanding, even years of empirical scientific testing might only get us a couple baby steps closer to a true theoretical understanding (just like years of testing has with toughness, hardness, liquid flow, gas flow, heat transfer, and on and on) Every practical (ie. used for design purposes) equation in a heat transfer textbook or propeller design textbook was empirically obtained with little or no theoretical basis.
For example, if you had otherwise identical knives, and varied edge angle from 30 to 40 degrees, and tested for force to cut manilla rope, you would be guessing to use those results to figure out how much force a 20 degree or a 45 degree edge would require to make the same cut. And you would not know if the 20 degree angle would be strong enough to make the cut without damage. You could use numerical methods to draw a best fit line, but that would be extrapolating test data when you have no clue of the real relationship that controls the behavior.
Thus my belief that an emprical understanding is the best we are going to do on the theory of cutting. We can use known geometry & physical properties to conjecture using our metallurgical understanding, empirical knowledge base, & intuitition, but that is as far as we'll go, and there will always be room to disagree from a theoretical perspective.
