The material parts of a given system and their interrelationship were idealized for the purposes of analysis.
Evaluation of failure probability of a given system requires sampling of the system response and can be computationally expensive.
Like the classical criterion, the procedures developed here are based on the characteristic polynomial of a given system.
Inquiries into the logical and philosophical basis of mathematics reduce to questions of whether the axioms of a given system ensure its completeness and its consistency.
In this paper, a methodology for optimization of a given system configuration for dual-purpose desalination plants will be presented.
This paper illustrates a method for efficiently performing multiparametric sensitivity analyses of the reliability model of a given system.
Foundations of mathematics, the study of the logical and philosophical basis of mathematics, including whether the axioms of a given system ensure its completeness and its consistency.
Quantitative description according to the proposed model is in good agreement with experimentally observed transition temperature of a given system including an eutectic point.
Quantitative description according to the proposed model is in good agreement with the experimentally observed transition temperature of a given system including an eutectic point.
User-friendly symbolic computer programs written in Maple have been developed, which can be easily applied for computing the normal forms of a given system.
Tentative guidelines for the identification of the key characteristics of a given system which require a variable permeability behavior to be taken into account are finally proposed.
