Well, considering volcanism is more or less random (as in, we don't have a good way to predict what will happen ,when it will happen, or where it will happen more than a few days/weeks in advance), I'd say this is a pretty substantial concern. I mean, if there's a Yellowstone-size eruption all the predictions from GCMs which use much smaller numbers more or less instantly become useless. If the results are much lower, they're also useless. We have a decent understanding of the average amount of volcanic activity over a significant period of time (a few hundred years or so), but an average is only a mathematical abstraction, not necessarily what happens in the real world.
You and I are looking at this from two different perspectives, however. I want to know more about the GCMs for purely entertainment reasons. I consider it fun to learn new things, particularly about something as important to political policy as these models. Therefore actionable predictions aren't a major consideration for me. I want to know how well GCMs deal with volcanic activity. Full stop. I may deal with practical aplications later. Or maybe not--I may decide that something else is more interesting after I learn more about this.
You, on the other hand, are (as far as I can tell) looking at this from a perspective of an engineer: "Don't tell me how the math works, just tell me what the equation is and what the answer is." (For the engineers in the room: I'm paraphrasing what my father, a civil engineer, used to say. We never really understood one another because I'm virtually incapable of using an equation I don't understand, while he always argued that understanding the equation isn't necessary once you know that it works.) This view is a very good thing--the whole reason these GCMs exist is because we're concerned with a problem and they can help us fix it or deal with it, so looking at them in terms of how to use the results is sort of the whole point.
If I've understood your possition correctly (and explained mine sufficiently), we're just coming at this from two different angles.
You and I are looking at this from two different perspectives, however. I want to know more about the GCMs for purely entertainment reasons. I consider it fun to learn new things, particularly about something as important to political policy as these models. Therefore actionable predictions aren't a major consideration for me. I want to know how well GCMs deal with volcanic activity. Full stop. I may deal with practical aplications later. Or maybe not--I may decide that something else is more interesting after I learn more about this.
You, on the other hand, are (as far as I can tell) looking at this from a perspective of an engineer: "Don't tell me how the math works, just tell me what the equation is and what the answer is." (For the engineers in the room: I'm paraphrasing what my father, a civil engineer, used to say. We never really understood one another because I'm virtually incapable of using an equation I don't understand, while he always argued that understanding the equation isn't necessary once you know that it works.) This view is a very good thing--the whole reason these GCMs exist is because we're concerned with a problem and they can help us fix it or deal with it, so looking at them in terms of how to use the results is sort of the whole point.
If I've understood your possition correctly (and explained mine sufficiently), we're just coming at this from two different angles.