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Publication
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| Research Title |
Subsemigroups of a semigroup of an inductive composition of tree languages |
| Date of Distribution |
14 July 2023 |
| Conference |
| Title of the Conference |
THE 27th ANNUAL MEETING IN MATHEMATICS AND INTERNATIONAL CONFERENCE IN NUMBER THEORY AND APPLICATIONS |
| Organiser |
Kasetsart University |
| Conference Place |
Maruay Garden Hotel, Bangkok, Thailand |
| Province/State |
Bangkok, Thailand |
| Conference Date |
31 May 2023 |
| To |
2 June 2023 |
| Proceeding Paper |
| Volume |
1 |
| Issue |
14/July/2023 |
| Page |
237 |
| Editors/edition/publisher |
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| Abstract |
A tree language is a set of terms. A binary operation, named an r-inductive product
of tree languages is defined by precisely using an inductive composition of tree languages,
which is a generalization of inductive composition of terms. The ordered pair of the
set of all subsets of all n-ary terms of type τ excluding all proper subterms of the fixed
term r and the described binary operation is a semigroup, which is called a semigroup of
an inductive composition of tree languages. In this paper, we particularly study special
subsemigroups of such a semigroup including constant, left-zero, right-zero, and inverse
subsemigroups, as well as rectangular bands, and subgroups. |
| Author |
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| Peer Review Status |
มีผู้ประเมินอิสระ |
| Level of Conference |
ชาติ |
| Type of Proceeding |
Full paper |
| Type of Presentation |
Oral |
| Part of thesis |
true |
| Presentation awarding |
false |
| Attach file |
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| Citation |
0
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Journal Publication
ไทย