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Division of Labor: Great Powers, Middle Powers, and Maritime Coalitions
Journal of East Asia Security, 2020The recent decision of the US to use the term “Indo-Pacific Command” (INDOPACOM) explicitly recognizes a new set of geopolitical realities: increased peacetime competition with the People’s Republic of China, greater appreciation of threats to the eastern Indian Ocean and the Bay of Bengal, and a broader understanding of the interconnected nature of ...
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On wild division algebras over fields of power series
Sbornik: Mathematics, 2004A central division algebra \(D\) over a complete discrete valuation field \(F\) is said to be split if there exists a section \(\overline D\to D\) for the residue-homomorphism \(D\to\overline D\). It is called well-split if this section is compatible with the section \(\overline F\to F\) of the centre. Let \(\Gamma_D,\Gamma_F\) be the value groups of \(
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Liberty and the Division of Power
1975The proper ends of political action are not self-evident. If there is one thing that a history of political thinking should teach us it is this: that there has been no generally agreed conclusion about what are the proper concerns of government. Some writers insist that the achievement of some kind of ‘just society’ is the end.
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Divisibility sequences and powers of algebraic integers
2006Let \(\alpha\) be a nonzero algebraic integer and let \(n\) be a positive integer. Define \(d_n(\alpha)\) as the maximal positive integer \(d\) for which \(\alpha^n \equiv 1 \pmod{d}\). The author proves that \(d_{\gcd(m,n)}(\alpha)= \gcd(d_m(\alpha),d_n(\alpha))\) for all \(m,n \in {\mathbb N}\). By definition, this means that \(d_n(\alpha),\) \(n=1,2,
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Power and the Division of Labor.
Social Forces, 1988Michael Wallace, Dietrich Rueschmeyer
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