Smarandache semirings
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Abstract (EN)
The aim of the study is to examine the notions related with Smarandache semirings and to analyse the properties of these semirings and to make additions to the studies about this project. Semirings are algebric structures with two binary operations which have several properties. Smarandache semirings have stronger algebric stuctures than semirings. Every Smarandache semiring is a semiring but not every semiring is a Smarandache semiring. In this work we study about especially Smarandache zero divisor. We prove that in a semiring every zero divisor is not a Smarandache zero divisor . We give several examples to make the concept lucid.
Author
Ayşe Çürük
How to Cite
Ayşe Çürük (Master Thesis). Smarandache semirings, 2007, Manisa Celal Bayar University.
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