Volume no :34, Issue no: 1, July

A MEASURABLE MATHEMATICAL MODEL FOR PROCESSES

Author's: Min Ma and Fred Van Oystaeyen
Pages: [11] - [36]
Received Date: June 22, 2015
Submitted by:
DOI: http://dx.doi.org/10.18642/jmsaa_7100121512

Abstract

We present a generic mathematical model for describing processes evolving in time. The method we propose is a of a process described on a set of process obtained by a description of each indicator by a set of allowing the definition and study of the microstructure of the process. We define a process as a set of indicators with a relation. There is the set of aspects with a (deformed) relation and a valuation function, which can be used to reconstruct the indicator relation from the aspect relation. The valuation function in the structure provides the measurable property. It can be based on questionnaires in more social processes or an accurate scientific measurement in concrete physical processes or technological processes.

Keywords

processes, deformation, indicators, aspects, valuation function.