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Power and Alliance: Assessing Military Balance in Korea

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Power, Interest, and Identity in Military Alliances
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Abstract

Was South Korea able to deter or defend itself against a North Korean attack in the 1990s?1 Answers to the question are sharply divided between optimists, who see enough defensive capacity in the South, and alarmists, who view it as incapable of deterring or defeating a North Korean attack. Overall, the balance of the assessments is skewed in favor of the latter,2 although the body of optimist literature is small but growing steadily.3 The analysis presented in this chapter explicitly leaves out the U.S. military component in order to assess the pessimistic and optimistic conclusions on an equal footing, because the difference between the two results mainly from whether or not one includes the U.S. capability.4 The pessimists are pessimistic because they exclude U.S. support, whereas the optimists are optimistic because the Combined Forces Command (CFC) of the United States and South Korea, supplemented by forces deployed from overseas, has military power that is overwhelmingly superior to the North’s.5 Their opposite conclusions result directly from their opposite assumptions. To avoid this analytical pitfall, this chapter disaggregates the CFC’s capability and focuses on South Korea’s capability by itself.6

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Notes

  1. Optimists: Stephen D. Goose, “The Comparative Military Capabilities of North Korean and South Korean Forces,” in The U.S.-South Korean Alliance: Time for a Change, ed. Doug Bandow and Ted Galen Carpenter (New Brunswick: Transaction, 1993), pp. 37–57;

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  21. On a close reading of the literature, almost all optimists bring in the American force to their analysis of military balance. The only exception so far is I Yŏng-Hŭi, who argues that South Korea’s military capability is superior to that of North Korea. See I Yŏng-Hŭi, “Nambukhan chŏnjaengnungnyok pigyoyon’gu: hanbando p’yŏnghwa t’odaeŭi kuch’ugŭl uihan mosaek [Comparative Study of South and North Korea’s War Capability: An Exploration to Establish a Foundation for Korean Peninsula’s Peace],” in Nambukhan kunbigyŏngjaenggwa kunch’uk [South-North Korea’s Arms Race and Disarmament], ed. Kyongnam University Far East Institute (Seoul: Kyongnam University Press, 1992), pp. 117–144.

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  27. Blitzkrieg, a lightning war, is a strategy to defeat the defender by mobilizing large-scale armored formations (tanks) to effect deep strategic penetration(s). For a discussion on the blitzkrieg strategy, see John Mearsheimer, Conventional Deterrence (Ithaca, NY: Cornell University Press, 1983), pp. 35–43. I note that Mearsheimer’s definition of conventional deterrence is not consistent with the way “deterrence” is understood in strategic studies, which define it as a strategy of preventing an attack by a threat of overwhelming and disproportionate retaliation. Although I adopt Mearsheimer’s definition of deterrence, it should be taken to mean “defense by denial.” I thank Avery Goldstein for clarifying this point for me.

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  30. As Edward Luttwak notes, “The loss of 50 kilometers might induce a collapse of public confidence in the South Korean government and demoralize the armed forces…. As a result, not surprisingly, South Korea’s theater-defense policy ignores the logic of strategy at the theater level and seeks to provide a preclusive (‘forward’) defense of [the] whole territory.” Edward N. Luttwak, Strategy: The Logic of War and Peace (Cambridge, MA: Harvard University Press, 1987), pp. 114–115.

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  37. Posen makes this observation in the context of Central Europe. See Barry R. Posen, “Measuring the Central European Conventional Balance,” International Security 9, no. 3 (1984/85): 67–70; also

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  43. According to Dupuy’s model, the force strength of a unit in a prepared defensive situation is multiplied by a factor of 1.5. Its force strength is multiplied by a terrain factor of 1.55 for a rugged, difficult terrain. Finally its force is multiplied by a factor of 1.3, because its defensive posture reduces its vulnerability. Therefore, the strength of a unit is boosted by a multiplication of the three factors: 1.5 × 1.55 × 1.3 = 3. Colonel Trevor N. Dupuy, Numbers, Predictions, and War, 2nd ed. (Fairfax, VA: Hero Books, 1985); and

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© 2007 Jae-Jung Suh

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Suh, JJ. (2007). Power and Alliance: Assessing Military Balance in Korea. In: Power, Interest, and Identity in Military Alliances. Palgrave Macmillan, New York. https://doi.org/10.1057/9780230605015_2

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