this post was submitted on 12 Sep 2025
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GenZedong
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Hurts my feelings you presume to understand my position or suggest I'm not thinking critically. ☹️It's not "what everyone else is saying".
There is no such thing in science as "identical" to an arbitrary degree of certainty. You can take a meter and divide it in half n number of times and take a measurement. You won't get the same measurement twice. It's the infinity of real numbers.
Consider kirk's death to be a perturbation of the larger system that is our society. That perturbation is not identical to an arbitrary degree of freedom as the ben shapiro perturbation or the jordan peterson perturbation. Society may, and most likely will, go to the same equilibrium point.
What you call "the trajectory" is not identical for different initial conditions. The final position may or may not be. Throw two balls with the same velocity at 30 degrees above the horizon and 60 degrees above the horizon. They will both land in the same place, but the one thrown at 30 degrees gets there sooner.
But in reality, you can't land in the same place regardless. You may say that it is the same because it is "close enough", but for the sake of material consideration that may be what "the same" is. It lands somewhere where it destroys the "the same" amount of property.
If however you are approaching this thermodynamically, this system will begin in a state of low multiplicity and evolve to the state of high multiplicity. Entropy. For all intents and purposes, the final system is the same regardless of they way it evolves. But the way the gas expands, its internal properties, and its interaction with the environment are different.
Consider two expansions which could be considered to be analogs to this polical scenario. The adiabatic and the iso thermal process. The public being the gas and politicians et al as the environment. In the adiabatic case, there is no interaction with rhe environment. The gas cools as it expands. The temperature decreases. The isothermal case requires heating to maintain the same temperature. However, both processese do the same amount of work if they begin and end with the same volume.
The final consideration is the efficiency associated with chaining these processes together. The most efficient cycle is what is known as the carnot cycle. It incorporates 2 isotherms and two adiabats. While non physical, it establishes the *maximum possible efficiency". No cycle can be more efficient. I'll leave it as an exercise to reader explain how this relates to the condition of material.
While there may have been very little critical thought in any of this, we've succeasfully established the meaning of "identical", different initial conditions leading to "the same outcome", entropy, work, and effiency. Identical to what everyone else said. It was close enough 😉