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dc.contributor.advisorColón-Reyes, Omar
dc.contributor.authorPérez-Baéz, Luis O.
dc.description.abstractDefiniremos la noción de puente entre dos grafos fuertemente conexo. El grafo que se origina, Xf, define el sistema dinámico f : Z_(2)^(n) → Z_(2)^(n), no-lineal, mas simple sobre el cuerpo con dos elementos Z2. Usaremos un invariante llamado “Loop Number” que aplicado a Xf nos ayuda a proveer condiciones necesarias y suficientes para que f sea un sistema de punto fijo.en_US
dc.description.abstractWe define the concept of wedge between two strongly connected graphs. The resulting graph, Xf , defines the simplest nonlinear dynamical system f : Z_(2)^(n) → Z_(2)^(n) over the field of 2 elements Z2. We use an invariant, called the loop number, that when applied to Xf will help us provide necessary and sufficient conditions for f to be a fixed point system.en_US
dc.subjectSistemas booleanosen_US
dc.titleSistemas dinámicos booleanos y operaciones de puenteen_US
dc.rights.licenseAll rights reserveden_US
dc.rights.holder(c) 2008 Luis O. Pérez-Báezen_US
dc.contributor.committeeBollman, Dorothy
dc.contributor.committeeCáceres, Luis F.
dc.contributor.representativeSharma, Anand D. Mathematicsen_US
dc.contributor.collegeCollege of Arts and Sciences - Sciencesen_US
dc.contributor.departmentDepartment of Mathematicsen_US

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    Items included under this collection are theses, dissertations, and project reports submitted as a requirement for completing a graduate degree at UPR-Mayagüez.

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