Radicals of Graded Rings

@inproceedings{Jespers1993RadicalsOG,
  title={Radicals of Graded Rings},
  author={Eric Jespers},
  year={1993}
}
Publisher Summary This chapter highlights the radicals of graded rings. An important problem in graded ring theory is to determine what information is of a graded nature. The chapter presents the main results on this problem for some concrete radicals, mainly the Jacobson radical. If R is a ring graded by a unite group G , then J G ( R ) is the largest homogeneous ideal contained in J ( R ). If R is a ring graded by a group, which is residually p -finite for two distinct primes p , then J ( R… CONTINUE READING