Title :
Network s-t reliability bounds using a 2-dimensional reliability polynomial
Author :
Bulka, Dov ; Dugan, Joanne Bechta
Author_Institution :
IBM Corp., Research Triangle Park, NC, USA
fDate :
3/1/1994 12:00:00 AM
Abstract :
Computing the reliability of a generic network is computationally difficult, and an exact solution is unattainable for many problems. Faced with this computational difficulty, two compromises are usually made: (1) be content with reliability bounds instead of exact reliability; and (2) simplify analysis by assuming that all but 1 component-type are perfectly reliable. This paper relaxes the assumption of perfect components and computes the s-t reliability of a network whose operation is a function of the reliability of 2 component types (nodes and links.) The extension of the reliability polynomial to 2 dimensions removes the need to assume that links or nodes are perfectly reliable
Keywords :
polynomials; reliability theory; 2-dimensional reliability polynomial; 3D hypercube network; Red ARPA; generic network; links; network s-t reliability bounds; nodes; reduced Arpanet; Computer networks; Explosions; Hypercubes; Polynomials; Reliability theory; Telecommunication network reliability; Upper bound;
Journal_Title :
Reliability, IEEE Transactions on