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general systems theory for value

Mar 10

2 min read

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This blog is an attempt to introduce a general systems theory for value. What is value? Value is measured through a dynamic process involving equivalent exchange for the purpose of achieving equilibrium. In this process, the system’s interactions are consistently drawn toward a state of balance. This same dynamic notion can be observed within the concept of symbiotic relationships and the exchange of resources to reach an optimal form of existence. Metaphysical concepts will be employed as we delve into the essence of ideas such as value as a form of energy, exchange rates, and implication theory as a form of action in physics, alongside properties of internal and external causation derived from Schopenhauer’s analysis.

What does it mean to imply (->)? This question requires careful study and consideration. First, we begin by analyzing what exactly happens when something is implied and what it is implying. For example, consider the implication of law on society or the implication of a vast amount of heat on a liquid. Secondly, the action taking place between two phenomena must be confined to a specific time and space; otherwise, the variety of other effects influences the conclusion—namely, "why has it occurred, and what will it do?" You might ask how it is possible to isolate two absolute phenomena in such an interconnected world. We cannot, and thus my approach considers the probability of an action occurring at time t2, much like any physicist or scientist would. However, many could argue—and their arguments would hold truth—about the challenges of applying such an approach to social categorization. Understood. Therefore, I have viewed the entire human race and its cultural differences as a form of organic behavioral response to events. Additionally, concepts such as network theory (nodes and edges), social developmental theories, categorical formation and structures, and computational neurocognition (especially the function of the hippocampus in working memory) will be explored.

We will continue further later.

This blog will be updated as it is a live project.

Mar 10

2 min read

0

4

0

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