nhaliday + rounding   13

Diophantine approximation - Wikipedia
- rationals perfectly approximated by themselves, badly approximated (eps>1/bq) by other rationals
- irrationals well-approximated (eps~1/q^2) by rationals:
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august 2017 by nhaliday
The “Hearts and Minds” Fallacy: Violence, Coercion, and Success in Counterinsurgency Warfare | International Security | MIT Press Journals
The U.S. prescription for success has had two main elements: to support liberalizing, democratizing reforms to reduce popular grievances; and to pursue a military strategy that carefully targets insurgents while avoiding harming civilians. An analysis of contemporaneous documents and interviews with participants in three cases held up as models of the governance approach—Malaya, Dhofar, and El Salvador—shows that counterinsurgency success is the result of a violent process of state building in which elites contest for power, popular interests matter little, and the government benefits from uses of force against civilians.

this is why liberal states mostly fail in counterinsurgency wars


contrary study:
Nation Building Through Foreign Intervention: Evidence from Discontinuities in Military Strategies: https://academic.oup.com/qje/advance-article/doi/10.1093/qje/qjx037/4110419
This study uses discontinuities in U.S. strategies employed during the Vietnam War to estimate their causal impacts. It identifies the effects of bombing by exploiting rounding thresholds in an algorithm used to target air strikes. Bombing increased the military and political activities of the communist insurgency, weakened local governance, and reduced noncommunist civic engagement. The study also exploits a spatial discontinuity across neighboring military regions that pursued different counterinsurgency strategies. A strategy emphasizing overwhelming firepower plausibly increased insurgent attacks and worsened attitudes toward the U.S. and South Vietnamese government, relative to a more hearts-and-minds-oriented approach. JEL Codes: F35, F51, F52

Military Adventurer Raymond Westerling On How To Defeat An Insurgency: http://www.socialmatter.net/2018/03/12/military-adventurer-raymond-westerling-on-how-to-defeat-an-insurgency/
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august 2017 by nhaliday
Lecture 16
In which we define a multi-commodity flow problem, and we see that its dual is the relaxation of a useful graph partitioning problem. The relaxation can be rounded to yield an approximate graph partitioning algorithm.
pdf  lecture-notes  exposition  optimization  linear-programming  graphs  graph-theory  algorithms  duality  rounding  stanford  approximation  rand-approx  luca-trevisan  relaxation  nibble  stock-flow  constraint-satisfaction  tcs  tcstariat 
january 2017 by nhaliday
(Gil Kalai) The weak epsilon-net problem | What's new
This is a problem in discrete and convex geometry. It seeks to quantify the intuitively obvious fact that large convex bodies are so “fat” that they cannot avoid “detection” by a small number of observation points.
gowers  mathtariat  tcstariat  tcs  math  concept  rounding  linear-programming  research  open-problems  geometry  math.CO  magnitude  probabilistic-method  math.MG  discrete  nibble  org:bleg  questions  curvature  pigeonhole-markov  convexity-curvature 
january 2017 by nhaliday

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