Introduction
The concept of reality is often debated and analyzed across various disciplines. In this exploration, we introduce the “Three-Party Problem,” a play on the well-known “three-body problem” in physics, to elucidate the complexity and unpredictability inherent in our perception of reality. At the core of this problem lies a simple yet profound equation: Reality = Actual / Expectation. This article delves into the parties involved in this equation and the intricate dynamics they create.
The Reality Equation: Reality = Actual / Expectation
The reality equation is deceptively straightforward. It posits that our perceived reality is a quotient of what actually happens (the actual) and our expectations of what will happen. Despite its simplicity, the interaction of the elements within this equation leads to highly unpredictable outcomes, much like the chaotic behavior observed in the three-body problem.
Party One: The Immutable Past
The Role of Actual
The first party in this equation is the Immutable Past, represented by the numerator, Actual. The Immutable Past is steadfast and unchanging, holding the record of everything that has occurred. It is responsible for collapsing the wave function of the universe, a deliberate act aimed at restoring symmetry and oneness. This act results in the outcome we term “Actual.” Importantly, this Actual is universal; it remains consistent across all observers.
Party Two: The Subconscious Prediction Machine
The Real Component of Expectation
The second party is our subconscious prediction machine, essentially our brain. This machine is responsible for the real part of the denominator, Expectation. As a subconscious prediction machine, it continuously forecasts future events based on past experiences and current information. These predictions are expressed as a degree of certainty, ranging between 0 and 1, where 1 represents absolute certainty (an ideal never truly achieved).
Party Three: Ideas as Sentient Beings
The Imaginary Component of Expectation
The third party comprises ideas, treated as sentient beings according to Carl Jung’s psychological framework. Ideas interact with humans through thoughts but are distinct entities. They form the imaginary part of the complex number that makes up Expectation. This part is represented as bi, where b is always an irrational number, introducing non-terminating and non-pattern forming conditions to our expectations.
The Dynamics of Reality
Unpredictability in the Reality Quotient
Given the interplay between the Immutable Past, the subconscious prediction machine, and sentient ideas, the outcome of the reality equation becomes highly unpredictable. This is akin to the unpredictable nature of the three-body problem in physics, where the interaction of three gravitational bodies leads to chaotic motion.
Normalizing Actual
We normalize the numerator, Actual, to one, acknowledging that the Immutable Past’s actions are absolute and consistent across all observers. This normalization simplifies the equation but does not diminish the complexity introduced by the denominator, Expectation.
Implications of Expectation Variability
Subconscious Predictions
When the subconscious prediction machine’s certainty is high (close to one), our perceived reality aligns closely with the actual events. However, when this certainty is low, our reality diverges significantly from the actual events, leading to a more fantastical perception of reality.
Influence of Ideas
Ideas, represented as the imaginary part of Expectation, introduce further variability. Their influence can significantly alter our expectations and, consequently, our perceived reality. This interplay underscores the complexity and unpredictability inherent in the reality equation.
Conclusion
The Three-Party Problem presents a nuanced understanding of reality through the equation Reality = Actual / Expectation. By examining the roles of the Immutable Past, the subconscious prediction machine, and sentient ideas, we appreciate the profound complexity and inherent unpredictability of our perceived reality. This exploration not only mirrors the chaotic nature observed in physical systems but also offers a deeper insight into the dynamic interplay shaping our understanding of reality.