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abelian group वाक्य

"abelian group" हिंदी मेंabelian group in a sentence
उदाहरण वाक्यमोबाइल
  • In general, a finite abelian group " G " is considered.
  • The representation theory for locally compact abelian groups is described by Pontryagin duality.
  • The new combinatorial topology formally treated topological classes as abelian groups.
  • First reformulated Keller's conjecture in terms of factorizations of abelian groups.
  • The theorem also holds more generally in locally compact abelian groups.
  • Parity forms the abelian group Z 2 due to the relation.
  • In mathematical terminology, the products of these generators define a free abelian group.
  • The conjecture has been proved for finitely generated abelian groups.
  • Modules over rings are abelian groups, but modules over semirings are only commutative monoids.
  • The real line \ mathbf { R } is a locally compact abelian group.
  • However, associativity and being an abelian group are universal properties.
  • This gives a contravariant functor from manifolds to abelian groups.
  • Finitely generated abelian groups are completely classified and are particularly easy to work with.
  • This follows from the classification of finitely generated abelian groups.
  • The restrictions that define an abelian group may be removed in different orders also.
  • It can readily be generalized to an arbitrary non-Abelian group.
  • These groups are our first examples of infinite non-abelian groups.
  • One starts with the notion of an abelian group.
  • And takes chain maps to maps of abelian groups.
  • Let G be a locally compact, abelian group.
  • अधिक वाक्य:   1  2  3

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