ACADSTAFF UGM
| Title | : | A Note on Linearly Independence over the Symmetrized Max-Plus Algebra |
| Author | : |
GREGORIA ARIYANTI (1) Dr.rer.nat. Ari Suparwanto, M.Si. (2) Dr. Budi Surodjo, M.Si. (3) |
| Date | : | 22 2018 |
| Keyword | : | the symmetrized max-plus algebra, linearly independence, determinant the symmetrized max-plus algebra, linearly independence, determinant |
| Abstract | : | The symmetrized max-plus algebra is an algebraic structure which is a commutative semiring, has a zero element = ????1, the identity element e = 0, and an additively idempotent. Motivated by the the previous study as in conventional linear algebra, in this paper will be described the necessary and sucient condition of linear independent over the symmetrized max-plus algebra. We show that a columns of a matrix over the symmetrized max-plus algebra are linear dependent if and only if the determinat of that matrix is . |
| Group of Knowledge | : | Matematika |
| Original Language | : | English |
| Level | : | Internasional |
| Status | : |
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| 1 |
A Note on Linearly Independence over.pdf
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| 2 |
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