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Critical Race Theory: An Introduction
, 2014This best-selling primer explains the movement's organizational history, major themes, central figures, and likely future. The second edition contains material on new developments that have taken place since the first edition, including the rapid growth ...
R. Delgado, Jean Stefancic
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Cybernetics, 1969
Summary: In this paper the error correcting possibilities of cyclic codes are studied and the more general class of abelian codes is introduced. The well known Reed-Muller codes are also a particular case of abelian codes. The methods of the theory of finite group representations is used for the study of abelian codes.
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Summary: In this paper the error correcting possibilities of cyclic codes are studied and the more general class of abelian codes is introduced. The well known Reed-Muller codes are also a particular case of abelian codes. The methods of the theory of finite group representations is used for the study of abelian codes.
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On the theory of quantum groups
Letters in Mathematical Physics, 1990By using the results of S. L. Woronowicz, we show that for the twisted version of the classical compact matrix groups, the Hopf algebraA h of representative elements is isomorphic as a co-algebra to the Hopf algebraA O of representative functions on the classical group.
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Representation Theory of Groups
2018Representation theory is an important pillar of the group theory. As we shall see soon, a word “representation” and its definition sound a bit daunting.
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Group Theory, Computational Thinking, and Young Mathematicians
, 2018George Gadanidis +2 more
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University Texts in the Mathematical Sciences
Theodora Theochari Apostolidou +1 more
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Theodora Theochari Apostolidou +1 more
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Renormalization group analysis of turbulence. I. Basic theory
Physical Review Letters, 1986V. Yakhot, S. Orszag
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2018
A group comprises mathematical elements that satisfy four simple definitions. A bunch of groups exists under these simple definitions. This makes the group theory a discriminating field of mathematics. To get familiar with various concepts of groups, we first show several tangible examples.
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A group comprises mathematical elements that satisfy four simple definitions. A bunch of groups exists under these simple definitions. This makes the group theory a discriminating field of mathematics. To get familiar with various concepts of groups, we first show several tangible examples.
openaire +2 more sources