There are some interesting assumptions in this theory of the "inefficiency coefficient." I think physicswold has it wrong (how often do we get to say that?)

Stefan Turner says that inefficiency goes up when there are enough people to support independent coalitions and factions. That seems to make sense, but it should be universal across government, private sector, and public interest sectors.

However, as the barriers to coordination go down, it would seem that smaller coalitions and factions will be able to sustain themselves with less energy (need less people to maintain a viable faction then in 1933). We have actually observed increased fragmentation and increased inefficiency which is the opposite of what the big theory and conclusion would suggest.

This methodology doesn't make sense to me. There are other things at play. It is as if the indicators for success and the political systems that demand large cabinetes (include more people because the culture is deeply fragmented) are conflicting rather than any proof in the magic of the 20 people to a group. It may be something even more fundamental to human nature people are less willing to question authority in bigger groups? People less will to challenge leadership in larger group settings? Leaders less willing to throw open questions and reverse thier opinions in larger groups?

Less perfect information would lead to worse decisions not group size. Close the doors on opinions and limiting the seats of power as a way to make better government choices would only make sense to physics and math guy.

The real challenge then is to look for the ways to scale small group dynamic. To access the wisdom of the crowd and scale effective coordination using better communicaiton skills and technology.

Or you could tell the EU to limit committee size... Are they actually buying that?

Physicists quantify the 'coefficient of inefficiency' - physicsworld.com

Parkinson, who died in 1993, discovered a strong correlation between a committee’s ability to make a good decision, and its size. In particular, Parkinson found that committees with more than about 20 members are much more ineffectual at making decisions than smaller groups — something he dubbed the “coefficient of inefficiency”.

While many organizations are aware of the 20 person rule, Thurner and colleagues had not been able to find any reference to a mathematical explanation of the coefficient. So they set out to first empirically verify Parkinson’s law and then develop a mathematical model to describe