Minimal path and cut vectors of binary type multi-state monotone systems
Journal
Math Maced
Date Issued
2006
Author(s)
Popeska, Zaneta
Abstract
Binary type multi-state systems are systems that can be regarded as a binary systems at any level. We give a characterization by the structure of their minimal path and minimal cut vectors. Also we present some relations between minimal path and minimal cut vectors of different levels of such systems.
