Separable Automorphisms on Matrix Algebras over Finite Field Extensions. Applications to Ideal Codes.1 J. Gómez-Torrecillas ? , F. J. Lobillo ? Department ‡ Dep.

Source URL: www.issac-symposium.org

• Algebraic structures
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• Separable space
• Separable extension
• Ring
• F-algebra
• Field
• Structure
• Algebra over a field
• Separable algebra

Working Draft Document on Texas A&M UniversityStrategic Planning Texas A&M University: The Ideal 21st Century University Texas A&M University will attain the ambitious ideals and aspirations of Vision 2020: C

Source URL: geonews.tamu.edu

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Source URL: www.parcjeandrapeau.com

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Source URL: www.dmgov.org

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Source URL: www.cg.tas.gov.au

• Agricultural cooperatives
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• Tasmanian Institute of Agriculture
• Fonterra
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Source URL: www.iec-nichibei.or.jp

EDS A package for exterior differential systems David Hartley Physics and Mathematical Physics University of Adelaide SA 5005 Australia

Source URL: reduce-algebra.com

• Differential forms
• Integrability conditions for differential systems
• Differentiable manifold
• Differential ideal
• Closed and exact differential forms
• Differential equation
• Vector space
• Manifold
• Integral

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Source URL: www.pwc.ie

• Financial services
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• European Union directives
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• Undertakings for Collective Investment in Transferable Securities Directive
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• Hedge fund
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Source URL: www.ethosmarketing.co.uk

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Source URL: www.herm.com