Exploring Conceptual Modeling Metaphysics: Existence Containers, Leibniz's Monads and Avicenna's Essence

TL;DR

This paper explores the metaphysical foundations of conceptual modeling in software engineering, focusing on the 'thinging machines' model and its relation to classical metaphysical concepts like Leibniz's monads and Avicenna's essence.

Contribution

It introduces a high-level metaphysical model called thinging machines and analyzes its static and dynamic aspects inspired by classical metaphysics.

Findings

Insights into the static and existence levels of thimacs

Connections between metaphysical concepts and conceptual modeling

Enhanced understanding of the ontological basis of software models

Abstract

Requirement specifications in software engineering involve developing a conceptual model of a target domain. The model is based on ontological exploration of things in reality. Many things in such a process closely tie to problems in metaphysics, the field of inquiry of what reality fundamentally is. According to some researchers, metaphysicians are trying to develop an account of the world that properly conceptualizes the way it is, and software design is similar. Notions such as classes, object orientation, properties, instantiation, algorithms, etc. are metaphysical concepts developed many years ago. Exploring the metaphysics of such notions aims to establish quality assurance though some objective foundation not subject to misapprehensions and conventions. Much metaphysical work might best be understood as a model-building process. Here, a model is viewed as a hypothetical structure that we describe and investigate to understand more complex, real-world systems. The purpose of this paper is to enhance understanding of the metaphysical origins of conceptual modeling as exemplified by a specific proposed high-level model called thinging machines (TMs). The focus is on thimacs (things/machine) as a single category of TM modeling in the context of a two-phase world of staticity and dynamics. The general idea of this reality has been inspired by Deleuze s the virtual and related to the classical notions of Leibniz's monads and Avicenna's essence. The analysis of TMs leads to several interesting results about a thimac s nature at the static and existence levels.