Factor ring   (translated from German)
Factor ring In that Algebra one designates a certain kind of Rings as Factor ring or Quotient ring or Remainder class ring. It concerns ...
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Quotient ring
Quotient ring In mathematics a quotient ring or factor ring is a construction in ring theory, quite similar to the factor ...
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Group ring   (translated from Japanese)
Group ring mathematics ,Group ring(The ぐ it is can and group ring) orGroup algebra(The ぐ it is it ... it was given group as generator, suitableness ring in factor. As for group ring, especially finite ...
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Ring theory
Ring theory In mathematics, ring theory is the study of rings, algebraic ... integers. Please refer to the glossary of ring theory for the definitions of terms used throughout ring theory. History The study of rings originated ... Richard Dedekind introduced the concept of a ring. The term ring (Zahlring) was coined ...
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Factor theorem   (translated from Japanese)
Factor theorem Factor theorem mathematics theorem . polynomial F(X) Vis ... F(X) (X - A) It has in factor. Compared to generally, drastic change several polynomials it forms ring division consists, if you look at 0 ... 2X - 1) WayFactorizationIt is possible. complex number factor, at least in the range of ...
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quality factor   (translated from Dutch)
quality factor quality factor (Q) of Rlc-kring, the quantity gives reactantie of this ring in proportion to its weerstand and become ...
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Ring marker   (translated from Chinese)
Ring marker Ring marker process Ring markerAlso □"□□□the will" or "□□□puts", soon ... and so on code foot link, neck ring, wing link, wing flag, again puts turns ... of contents Brief history The similar birds ring marker work sees most early in " ...
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Local ring
Local ring In mathematics, more particularly in abstract algebra ... in 1938. Definition and first consequences A ring R is a local ring if it has one (and therefore all ... unique maximal right ideal and with the ring's Jacobson radical. The third of the ... set of non-units in a local ring forms a (proper) ideal, necessarily contained ...
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Ring (mathematics)
Ring (mathematics) In mathematics, a ring is an algebraic structure in which addition ... defined and have properties listed below. A ring is a generalization of the integers, which are one example of a ring. Other examples include the polynomials and the ... abstract algebra which studies rings is called ring theory. Formal definition A ring is ...
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Boolean ring
Boolean ring In mathematics, a Boolean ring R is a ring for which x 2 = x for all ... set X, where the addition in the ring is symmetric difference, and the multiplication is ... holds in these rings). Thus every Boolean ring becomes a Boolean algebra. Similarly, every ...
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