Algebraic analysis of multistate k-out-of-n systems

  1. P. PASCUAL-ORTIGOSA
  2. E. SÁENZ-DE-CABEZÓN
  3. P. WYNN
Revista:
Monografías de la Real Academia de Ciencias Exactas, Físicas, Químicas y Naturales de Zaragoza

ISSN: 1132-6360

Año de publicación: 2018

Título del ejemplar: Proceedings of the XVI EACA Zaragoza Encuentros de Algebra Computacional y Aplicaciones

Número: 43

Páginas: 131-134

Tipo: Artículo

beta Ver similares en nube de resultados

Otras publicaciones en: Monografías de la Real Academia de Ciencias Exactas, Físicas, Químicas y Naturales de Zaragoza

Resumen

k-out-of-n systems have been intensively studied because of their importance in engineering and biology. In this paper we study the algebraic approach to their multistate version. We review the different definitions that multistate k-out-of-n systems have received and show how the algebraic method is used to study their reliability in a general way with a single approach.k-out-of-n systems have been intensively studied because of their importance in engineering and biology. In this paper we study the algebraic approach to their multistate version. We review the different definitions that multistate k-out-of-n systems have received and show how the algebraic method is used to study their reliability in a general way with a single approach.