03 Aug Mathematical Model Shows Why Defeating Insurgent Groups Like Taliban Is So Difficult
Publisher’s Note: A rather interesting study that actually underestimates the impact on government bungling and violence in defeating resisters or insurgents. The key point to be divined is that the moment an insurgency gains strength, the government(s) will eventually have to negotiate to totally eradicate the resistance. Witness the Muslim resurgence in the Philippine island of Mindanao after the supposed total eradication the beginning of the twentieth century. Pop quiz: how many Muslim insurgencies have been defeated since the end of WWII (I call it the War to Save Josef Stalin)? Answer: zero. BB
ScienceDaily (July 17, 2009) — Insurgent groups like the Taliban can only be effectively engaged with timely and accurate military intelligence, and even good intelligence may only succeed in containing the insurgency, not defeating it, according to a new study.
The study is one of the first to combine military intelligence, attrition and civilian population behavior in a unified model of counterinsurgency dynamics.
The authors stress the role of obtaining intelligence about the insurgency. Absent intelligence, they write, not only can the insurgents escape unharmed and continue their violent attacks; but resultant poor government targeting causes innocent civilian deaths, which increases popular support for the insurgents and thus generates more recruits to the insurgency.
Recent attacks on Taliban strongholds by U.S. drones have shown that deaths among civilians may end up hindering American lead efforts, Kress notes. Ill-targeted actions taken by Israel and Colombia, for example, also have shown that unintended deaths among civilians have led to increased support for insurgents.
In their paper, the authors model the dynamic relations among intelligence, collateral casualties in the population, attrition, recruitment to the insurgency, and reinforcement to the government force.
Even under best-case assumptions regarding the government actions, they show that the government cannot totally eradicate an insurgency by force. The best it can do is containing it at a certain fixed level. The containment or stalemate points may be either fragile or stable. If the violence level is low, the containment point is fragile, in which case the insurgents can “break away” and eventually win. If the government commits large forces and applies a heavy hand (for example, the “surge” of United States forces in Iraq) then the stalemate point is stable.
The model and analysis, they write, represent a best case situation from the government perspective under the parameters put forward where (a) government force is steadily reinforced by new units, (b) it has unlimited endurance (it surrenders to the insurgents only when it is totally annihilated) and (c) the only recruitment to the insurgency is due to collateral casualties in the general population that generate resentment to the government, and therefore more recruits to the insurgency.
“If a government does keep its intelligence gathering capabilities high,” says Szechtman, “it can keep a hold on the insurgency, and after a while, when the insurgents realize they can’t win, a political compromise may be reached.”
That may be the most a government can expect, Kress and Szechtman warn.
Moshe Kress and Roberto Szechtman. Why Defeating Insurgencies is Hard: The Effect of Intelligence in Counterinsurgency Operations — A Best-Case Scenario. Operations Research, (in press)
Jonathan David Farley. Evolutionary Dynamics of the Insurgency in Iraq: A Mathematical Model of the Battle for Hearts and Minds. Studies in Conflict & Terrorism, Volume 30 (November 2007) , pp. 947 – 962
Institute for Operations Research and the Management Sciences (2009, July 17). Mathematical Model Shows Why Defeating Insurgent Groups Like Taliban Is So Difficult. ScienceDaily. Retrieved August 3, 2009, from