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Original Articles

On the Monoid of All Partial Order-Preserving Extensive Transformations

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Pages 1821-1826 | Received 16 Dec 2010, Published online: 15 May 2012

REFERENCES

  • Aĭzen[sbreve]tat , A. Ya. ( 1962 ). Defining relations of the semigroup of endomorphisms of a finite linearly ordered set . Sibirsk. Matem. [Zbreve]urn. 3 : 161 – 169 .
  • Gomes , G. M. S. , Howie , J. M. ( 1992 ). On the ranks of certain semigroups of order-preserving transformations . Semigroup Forum 45 : 272 – 282 .
  • Howie , J. M. ( 1995 ). Fundamentals of Semigroup Theory . Oxford : Clarendon Press .
  • Pin , J. E. ( 1984 ). Varieties of Formal Languages, Masson, Paris, English translation, translated by A. Howie .
  • Popova , L. M. ( 1962 ). Defining relations of the semigroup of partial endomorphisms of a finite linearly ordered set . Leningrad Gos. Ped. Inst. U[cbreve]en. Zap. 238 : 78 – 88 .
  • Yang , X. ( 2000 ). A classiffication of maximal subsemigroups of finite order-preserving transformation semigroups . Communications in Algebra 28 ( 3 ): 1503 – 1513 .
  • Communicated by V. Gould.

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