Title of article
Constructive Notions of Maximality for Ideals
Author/Authors
Bridges, Douglas S. University of Canterbury - Department of Mathematics and Statistics, New Zealand , Havea, Robin S. University ofthe South Pacific - School of Computing, Information and Mathematical Sciences, Fiji
From page
3648
To page
3657
Abstract
Working constructively, we discuss two types of maximality for ideals in a commutative ring with identity, showing also that the results are the best possible.
Keywords
constructive , ideal , maximal
Journal title
Journal of J.UCS (Journal of Universal Computer Science)
Journal title
Journal of J.UCS (Journal of Universal Computer Science)
Record number
2661109
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