Titlebook: A Course in Constructive Algebra; Ray Mines,Fred Richman,Wim Ruitenburg Book 1988 Springer Science+Business Media New York 1988 Galois th

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Abelian Groups, seit den 1990er Jahren zu einem der wichtigsten politischen Wahlkampfthemen in Deutschland. Im Vergleich zur Problematik des Arbeitskräftemangels der 1960er Jahre hatten sich die wirtschaftspolitischen Herausforderungen in den 1990er Jahren grundlegend verändert. Das Modell zur unternehmensbezogene

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Valuation Theory,he difficult-to-define intangible assets increasingly dominating the New Economy, and the possibility of under-investment in these assets. For a realistic analysis we introduce a Schumpeterian market environment (the .). . prevail when the rights to ., and . intangible assets cannot be fully exercis

perpetual

Dedekind Domains, the same language but have different cultural backgrounds. In this chapter, we examined the measurement equivalence of Entrepreneurship, Professionalism, and Leadership (EPL) career aspiration scale (Chan et al., .), which measures EPL intent, motivation, and efficacy, across two English speaking c

亲密

Back Matterrrscht allgemein so völlige Unklarheit, daß es wohl angebracht erscheint, einige Worte hierüber zu sagen. Die Hauptschuld an der mangelnden Erkenntnis auf diesem Gebiet ist offenbar dem Umstand zuzuschreiben, daß die Entropie dimensionslos ist, d. h. sich nicht durch irgendein unseren Sinnen wahrneh

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A Course in Constructive Algebra978-1-4419-8640-5Series ISSN 0172-5939 Series E-ISSN 2191-6675

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https://doi.org/10.1007/978-1-137-09009-6ement . in . is . if . = 0 for some positive integer .; we say that . . if . = 0 whenever . is nilpotent. Observe that if . = 0, and s = 1 + . + . + ⋯ + ., then (1−.)s = s (1-.) = 1, so nilpotent elements are quasi-regular. A left ideal . of . is called . if each element of . is left quasi-regular.

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纠缠,缠绕

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R. Delmas,J. P. Lacaux,D. Brocardare .-algebras, then a . from . to . is a ring homomorphism that is also a .-linear transformation. The term ., when applied to a structure S that is a vector space over ., like a .-algebra, signifies that S is a finite-dimensional vector space over ..