Algebraic Approach to Transformations on Hypercube System
AbstractIn this study some algebraic transformations on hypercube system are proposed. The presented transformations of forbidden subcubes provide defining set of all maximal and nonfaulty subcubes, and subset of minimal and nonfaulty subcubes included certain given vertices. It provides formal and simple findings of all the current sources and targets of information, and also the pathways between them. The correctness of all these transformations is proved by the aid of three theorems. In the proposed transformations there were three special operations of cube algebra applied, as subtraction, product and intersection on coordinates.
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Kahramanlı, Ş.Ş.; Allahverdi, N.M. Algebraic Approach to Transformations on Hypercube System. Math. Comput. Appl. 1996, 1, 50-59.
Kahramanlı ŞŞ, Allahverdi NM. Algebraic Approach to Transformations on Hypercube System. Mathematical and Computational Applications. 1996; 1(1):50-59.Chicago/Turabian Style
Kahramanlı, Ş. Ş.; Allahverdi, N. M. 1996. "Algebraic Approach to Transformations on Hypercube System." Math. Comput. Appl. 1, no. 1: 50-59.