PRIMA KURNIAWATI, RISSA (2009) KAJIAN MATRIKS ATAS ALJABAR MAX  PLUS INTERVAL. Other thesis, University of Muhammadiyah Malang.

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Abstract
The maxplus algebra is the set R { } ∞ − ∪ , with is set of the real numbers, endowed with max and plus operations as ⊕ and ⊗ . Maxplus algebra is utilized to model and to analyze web such as scheduling project and also queue by giving analytical result and simple computation. Concerning with the modeling and web analysis which the time activity hasn’t been known yet due to in term of still in the designing step, the data in reference to either the activity of time and its distribution hasn’t been surely known. In the final assignment, the writer discussed about matrix algebra by maxplus interval algebra (interval matrix) and the work of the interval matrix through the matrix interval it self. Matrix algebra is the extension of matrix by maxplus algebra. It can be shown that association of entire interval matrix completed by maxplus scalar multiplication and maxplus summation are semi module. The association of entire square matrix by maxplus interval algebra that includes maxplus summation and multiplication is as oblique as idempotent. It also can be done for the work of interval matrix through the matrix interval, it also shown that semi module association of entire isomorphic interval matrix by association semi module of appropriating matrix interval, and as oblique as association of entire isomorphic square matrix interval by the oblique of appropriating square matrix interval it self.
Item Type:  Thesis (Other) 

Subjects:  L Education > L Education (General) 
Divisions:  Faculty of Teacher Training and Education > Department of Mathematics and Computing 
Depositing User:  Anggit Aldila 
Date Deposited:  25 Jun 2012 05:19 
Last Modified:  25 Jun 2012 05:19 
URI:  http://eprints.umm.ac.id/id/eprint/9400 
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