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Thesiss

How we understand mathematics

How we understand mathematics: conceptual integration in the language of mathema…

by Woźny, Jacek

fromMathematics in mind

0 Type: Book

Introduction to field theory

Introduction to field theory

by Adamson, I. T.

0 Type: Book

Elementary definitions; Extensions of fields; Galois theory; Applications.

Galois theory, Hopf algebras, and semiabelian categories

Galois theory, Hopf algebras, and semiabelian categories: during the week of September 23-28, 2002, the edi…

by Workshop on Categorical Structures for Descent and Galois Theory, Hopf Algebras, and Semiabelian Categories (2002, Toronto)

fromFields Institute communications

0 Type: Book

Trends in ring theory

Trends in ring theory: proceedings of a conference

by Márki, L., (László), Dlab, Vlastimil, Ring Theory Conference, Miskolc, Hungary), European Congress of Mathematics

fromConference proceedings / Canadian Mathematical Society

0 Type: Book

Subjects

Ring theory (4) 1629: Hardcover, Softcover / … (1) Abastract algebra (1) Anneaux (Algèbre) -- Congrès (1) CF (1) Field theory & polynomials (1) Galois theory (1) Hardback (1) LAN009000 (1) LINEAR TRANSFORMATIONS (1) MAT036000 (1) PBV (1) QA 150-272 Algebra (1) Rings (Algebra) (1) Rings (Algebra) -- Congresses (1) SCM29010: Combinatorics (1) SCN58000: Cognitive Linguisti… (1) SUCO11649: Mathematics and St… (1) Set theory (1) Teoria de campo (1) Teoria dos aneis (1) Teoría de Galois (1) Theory of algebras (1) Vector spaces (1) blending theory (1) field theory (1) fields (1) mathematics (1) Álgebra abstrata (1)

Contributor

Adamson, I. T. (1) Dlab, Vlastimil (1) European Congress of Mathemat… (1) Márki, L., (László) (1) Ring Theory Conference, Misko… (1) Workshop on Categorical Struc… (1) Woźny, Jacek (1)

Publisher

American Mathematical Society… (1) American mathematical Society (1) Cambridge University Press (1) Springer International Publis… (1)

Year

2018 (1) 2004 (1) 1998 (1) 1982 (1)

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