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Talk:Lanchester's laws

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I'm puzzled by the "copied with permission" notice: this article has been changed significantly over time, by multiple authors, and the IP that added the notice seems to have in fact added very little. Is it (still, or ever) an accurate description? And if so, can we factor it to make it less so?
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I don't think the article is quite right about application to modern warfare: the square law applies only to direct fire weapons engaging each other, and not to units or larger formations, nor to area fire weapons whose effectiveness depends on the density of targets in the target area. Specifically,
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The lead describes this as a model of a predator-prey relationship. That characterization is not supported by any text in the body, nor by any references. This is good, because it's facially ridiculous (the equations are of symmetric form, can only describe decreasing functions of time, etc.). I
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Hello from a newbie contributor. This exponent (between 1 and 2) arises from attempts to fit historical data to Lanchester's Laws, as historical combat losses tend to fall between what would be expected from either the linear or square law. It is an approximation reflecting that portions of the
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armies involved may be subject to different laws depending on circumstances (terrain, cover, etc.). Most articles I've read give values for this in a range between 1.4-1.8. I'll get some citations to go with that. There are also applications of Lanchester's laws for military combat modeling.
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of 1.5 makes no sense. Rather than changing this based on a conjecture, perhaps someone can check sources to see what formulas are actually used. And, while they're at it, perhaps they can substitute something more specific for that vague word "often".
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A few examples would be interesting and illuminating. If you have roughly three types of units (close combat, distance, aimed distance) you have six possible combinations... Hm. Do we have any data on the actual factors as measured in the field?
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I have seen research that suggest a better approximation would be 1.34 however I have never seen this value used in practice. Generally they use a factor of 1.5.
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If it's simply being paraphrased in places, it seems to me to be unnecessary to have anything more than an acknowledgement by way of a reference. If there
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it does not apply to field artillery (the example given in the article) except when engaged in targeted counter-battery fire.
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Does anyone know whether Lanchester was influenced by Lotka and Volterra's 1910 work? It is not cited in his 1916 article.
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The article states that as a compromise between the linear and square laws, "often a factor of 1.5 is used". An
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of 1.5 might be a suitable compromise between linear and square laws, depending on the situation, but a
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on Knowledge. If you would like to participate, please visit the project page, where you can join
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Done. Still not a great article, though. Perhaps an example? Not sure if that's encyclopaedic.
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wholesale copying, this makes it unsatisfactory as regards the GFDL requirement.
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propose removing this and replacing it with something not wrong. --
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Start-Class military science, technology, and theory articles
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There seem to be several typos, including in the graph.
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This article has been checked against the following
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Colin Rowat
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11:48, 27 January 2012 (UTC)
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