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MSC2000 MSC2000 The following mathematics subject classification, MSC2000, is the revision of
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Document Date: 2010-08-16 13:31:25

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Hilbert-Siegel / Idempotents / Coverings / Picard / Chow / Automorphism / Brauer / Vertex / Peirce / Donaldson / Hilbert / Creative Commons / /

Country

Jordan / /

IndustryTerm

residue systems / p-divisible groups / fundamental / deductive systems / linear algebraic groups / classical groups / inner products / integrable systems / constructive systems / symmetric / homology groups / differential operators / algebraic groups / subdirect products / tensor products / linear systems / /

Organization

eta / /

Position

COMMUTATIVE RINGS AND ALGEBRAS General / MSC2000 General / GENERAL ALGEBRAIC SYSTEMS General / Miscellaneous topics MATHEMATICAL LOGIC AND FOUNDATIONS General / ALGEBRAIC GEOMETRY General / NUMBER THEORY General / mathematics and mathematicians General / General / bimodules and ideals General / MATRIX THEORY General / FIELD THEORY AND POLYNOMIALS General / NONASSOCIATIVE RINGS AND ALGEBRAS General / /

PublishedMedium

Zentralblatt MATH / Mathematical Reviews / /

Region

Southeast Asia / /

Technology

Graph algorithms / cryptography / Fuzzy logic / simulation / /

URL

http /

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