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Closer To Truth: Mathematics

There is an ongoing PBS TV series (also several books and also a website) called “Closer to Truth”. It is moderated by neuroscientist Robert Lawrence Kuhn. It is featured in one-on-one interviews and panel discussions with the crème de la crème of cosmologists, physicists, philosophers, theologians, psychologists, and more. today on all the big issues surrounding a trilogy of big topics – Cosmos; Awareness; Sense. The trilogy collectively dealt with reality, space and time, mind and consciousness, extraterrestrials, theology and so on. Here are some of my comments on one of the general topics covered, mathematics.

Are mathematics eternal?

Simple, complex, beautiful, elegant, ugly, explains everything, success story, fundamental foundation, etc. These are words and phrases often associated with mathematics, especially beauty and elegance. This in itself does not make mathematics eternal.

I suspect that whatever the laws, principles, and relationships of physics are, there would be some kind of mathematics to cover it. However, much of our mathematics has nothing to do with our physics – inverse cube relation for example.

Is mathematics eternal 2?

What is the status of mathematics? Are mathematics eternal?

Mathematics has no status outside of the human mind. Thus, mathematics is as eternal as the length of time human minds exist. Mathematics is an invention of the human mind (since I know of no other form of life that uses mathematics in an abstract way) to help humans cope with the many (also invented) complexities of human society (such as commerce , trade and economy). Mathematics provides practical applications such as navigation and provides order and predictability in the natural world that governs human roosting. Mathematics is a non-thing because it has no physical properties and cannot be detected by any of your sensory devices. Of course, if we are in a simulated universe (virtual reality), we totally exist as and within a mathematical construction.

Of course, math could also be the invention of extraterrestrial intelligences, so math could persist forever in the cosmos as long as there are intelligent life forms to use and abuse their mathematical inventions.

Are mathematics invented or discovered 1?

In my humble opinion, mathematics is a no-thing, an abstract concept that is the invention of the human mind. Mathematics has none of the properties that we associate with things. Things can be discovered; concepts are invented. One plus two equals three (1+2=3) is not a thing. Pi is not a thing. The quadratic equation is not a thing. Mathematical theorems are not things. Mathematics cannot be detected with any of the five senses, or even with instruments that expand our sensory abilities beyond what our sensory apparatus can accept. Mathematics is a useful tool of course, although many possible mathematics that might be are not. We seek out and embrace the kind of math that matches what we observe, what is useful, and toss what doesn’t fit in the trash. Thus, gravitational force can be explained by an inverse square law, but not by an inverse cube law, so the inverse cube relation is trashed. Then we marvel at the beauty and elegance of the inverse square law explaining how gravitational force operates over distance and forget the non-beauty and non-elegance of the inverse cube law. By the way, beauty and elegance are not legitimate scientific or even mathematical terms. You won’t find them in any science or math dictionary, no matter how often scientists and mathematicians use them, as numerous interviews here on “Closer to Truth” show.

Are mathematics invented or discovered 2?

The set of all possible mathematical equations is as close to infinity as there are any odds, so it shouldn’t be surprising that a subset of these coincidentally reflects what happens. in the real world as the inverse square law for the propagation of electromagnetic radiation and gravity. This implies that mathematics is an invention and not a discovery. If there really was this vast wondrous world of an almost infinite number of mathematical relationships waiting to be discovered as an integral and fundamental part of the cosmos, then one would not expect the vast majority to end up failing. have no relevance to the cosmos as a whole and the laws, principles, and relationships of physics that govern the roost.

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