Josh Allred's Blog

What is left when we strip away the brand of clothes we wear, the neighborhood we live in, the job we go to, the car we drive…what’s left?

I think this type of process of thought gets us closer to the heart of the really interesting question.

Like what it means to be human?

Listening has nothing to do with the response we are preparing in our head.

Listening is the art form of extending our compassion and empathy we have to others.

That each of us can become like a factory. Further cementing the corporation right to survive.

You don’t need to look far to see podcasters amplifying this message.

“Ubi dubium ibi libertas.”

(“Where there is doubt, there is freedom.”)

— Latin Proverb

We have built so much of our world on habits. To create predictable outcomes. Doubt opens the door of possibility. Doubt also creates tension. We build the culture to solve this, thinking it can go away. But it possibly can’t.

The alternative to create this tension, embrace it, and lean into it.

Paradoxes can be broken down into three categories:

1. Vertical paradox means truthful or not illusionary. Problems that seem paradoxical. For example, take the Birthday Paradox. If you were to survey 40 people, some people would likely share a birthday. While an interesting phenomenon, it isn’t a paradox in nature.
2. Falsidical paradox establishes a result that not only appears false but actually is false. A classic example of this is Zeno’s Paradox. Let’s say to get from Point A to Point B is 10 feet. I start walking halfway; I am now 5 feet from my destination. Then I go halfway again, so now I am 2.5 feet. Then again, halfway, now I am 1.25 feet. Then again, 0.625 feet away. Then again, and so on. I can never reach my destination because every time I move, I must arrive at the halfway stage before I arrive at the destination. It’s a paradox. It broke the brains of mathematicians for a long time until the limits of calculous were discovered.
3. The antinomy paradox is a fundamental paradox. An excellent example of an antinomy paradox is the Liar’s Paradox, which states, “This sentence is false.” So, for this sentence to be true, it also must be false. And if it is false, then it must be true. Which means it is a contradiction. And we are stuck in a loop. The antinomy paradox is a fundamental paradox. An excellent example of an antinomy paradox is the Liar’s Paradox, which states, “This sentence is false.” So, for this sentence to be true, it also must be false. And if it is false, then it must be true. Which means it is a contradiction. And we are stuck in a loop. Another example of this is The Barber’s Paradox, first proposed by mathematician Bertrand Russell. It goes like this: The only barber in the village declared that he shaved everyone in the village who did not shave himself. So, here is the question, “Who shaves the barber?” If he does not shave himself, then he is one of those in the village who does not shave himself, and so is shaved by the barber, namely, himself. If he shaves himself, he is, of course, one of the people in the village who the barber does not shave. It’s a contradiction.  

The laws of legal fiction do not bind us because they are not natural law. It exists only in our imagination and if we can agree upon it. And so, to break the loop, we don’t stay in the loop or use the same rules. We can step out of it, examine it, and come to a different conclusion. 

As Douglas Hofstdader demonstrated in GEB, there are these “strange loops” where a structure goes through several levels in a hierarchical system that, by moving upwards or downwards through the system, one finds oneself back where one started. (A paradox.) And how these properties of self-referential systems can be used to describe the unique properties of the mind. We don’t want to struggle for an indeterminate, possibly infinite length of time to determine if some string is an axiom. 

We are made up of the inanimate organic material, yet we come to a self in this. It’s beautiful when you think about it. But trying to explain it is trying to prove a paradox. We can pick an axiom and devise a bunch of theorems to prove that train of thought. But eventually, we reach the limits of these axioms. Humans don’t need to be locked into that train of thought. And so, we step outside only to step into the next set of assumptions. There are unreachable truths, unreachable falsehoods. With every theorem, we can prove there is a negation of it. With every axiom, there is a counter place to start. 

A supernova explosion is so large that we struggle to find the words to describe it.

That’s because our brains can’t comprehend the vastness of space.

I believe, as a result, it is why we focus so much on the small.

It can make us petty, but even worse, we tend to focus on ourselves and how we feel.

Often times when we are struggling, it is the range of focus–and we could use a recalibration.

The paradox of choice states that the more choices we have, the more unhappy we feel.

The reason?

It’s the trap of comparison, which states that when making a choice, we are less happy about the decision we made because when caught looking through this lens we imagine what we could have experienced.

In other words, we need a choice but too many overwhelms our pyschology. And we must learn to be happy about the choices instead of getting caught up in the ideal.

It is that chase in the ideal that makes us so miserable.