Category Archives: Physical principles

Proving it or Making Sense, Part 1

Scientific Argumentation and Universal Logic in understanding the Universe

In the spirit of garnering enthusiasm for the just published book Physical Laws of the Mathematical Universe: Who Are We?, today we will try to sniff a little on what actually lies in the details of such an overarching theme of this title. I had written the following post a short while ago, but perhaps it just waited in the hard drive to be utilized today. The post is exceedingly fitting to our purpose today, which is to gain an overall sense of what this title truly imparts. And to meet that purpose, when relevant, I edit/extend the original post to accommodate the elements of this title. Here we go.

Proving it and making sense. Ideally, doing the first would inherently execute the other. Like Einstein’s theory of general relativity. Mass-energy conforms to the force of gravity. Sharp, brilliant, beautiful, fitting, and so much makes sense. Even though we do not directly see it, those who plunge to cogitate of it, visualize it perfectly well, and be thrilled with it—scientist, non-scientist, alike. But such is not the case with many other doctrines that stem to explain the reality of the universe. Even though these advanced theories are built upon rigorous foundations, and have stood firm against the test of decades of trials and verifications, when we sight at the universe directly face-to-face “making sense” part goes awry. “Making sense” falls apart from “proving it.”

The big topics that bring in the foundational details of the universe remain though clearly apparent on scientific footing, a little, sometimes a lot, obscure in reference to the way universe appears to us. Some such subjects are the beat of antimatter, the prodigious expansion of universe, the undulations of quantum world, and the deployment of symmetry in all aspects of nature. In the Physical Laws of the Mathematical Universe: Who Are We? we will acknowledge that many of the discrepancies between cosmic and quantum planes simply lurk because of our resistance in seeing an all-encompassing picture, a flow that subsumes all the elements of reality. Cosmic and quantum aren’t two different planes, just two ways of seeing the very same reality. They are in a perfect overlap, just that quantum covers more details—in fact all the details.

For now, let’s soak in a little in the two currently trending eerie topics—for which scientists and philosophers don’t like to mix.

One is the beginning of the universe: See how the experimental findings are formulated to expose a scheme at The black hole at the beginning of the universe, in which the universe crystallized from a black hole, and where the 3-dimensionality that we encounter is a holographic illusion, projected from a hidden 4-dimensional plane. Bizarre, but no way sham. This is in fact the most accurate description that we get from mathematically weaving the empirical observations into a single portraiture. Now it is becoming so advanced that “making sense,” in reference to the universe we are aware of, is getting out of hand. And I indeed am tempted to expand more on this, but we have to keep to the post size.

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The other side of the story, but along the same line is what we perceive of ourselves as? That might be a little skewed too. Both sides of the story are equally important, in order to decipher the truest texture, or to reconcile “proving it” and “making sense.” Indeed, I can already sense so many questions popped up in your mind, but if I begin to discuss all here, I would need 346 pages, and the book Physical Laws of the Mathematical Universe: Who Are We? will become redundant. Please feed your curiosity, and let your enthusiasm take you in a panorama where “proving it” and “making sense” become two sides of the very same coin.

The other mystifying subject that is infiltrating the bounds of scientific understanding is the reasoning of “consciousness,” or the emergence of consciousness in the continuum of space-time. But before I wear you out, I will stop here, and continue with this eerie topic in the following post.

See you all soon,

Neeti.

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The allure of mathematical subtleties: Do we see the otherwise unfathomable reality?

This time it was a relatively long breach in our communication, and I have been contemplating on dropping a note or two for some time now. So here they are. A few updates for our reasoning and creative appetites.

–          Do read The Impenetrable Proof. An almost anecdotic article brings to light the alleged mathematical solution to one of the greatest unsolved problems of mathematics—the abc conjecture. The assumption relates to the game of prime numbers, and how their quirk plays out in the landscape of number field. Though the article mostly relates to the storyline of the mathematician Shinichi Mochizuki who claims to have solved the conjecture, and along the way he seemingly had to create a new outlook of the nature of mathematics itself. His newly created mathematical plot of inter-universal geometry is very enticing. High-ranking mathematicians have found themselves perplexed in following the proof for the truly different mathematical perspective that it adopts. It isn’t as rebellious as it sounds. The allure of seeing the truth (or imagery in this case, specifically) in the mesmerizing abstractness of advanced mathematics isn’t very new, and many of us before have plunged into these realms. Article nonetheless is worth to truly feel how the truth of mathematics is genuinely at work at subtler levels.

–          In relation to the fascinating prime numbers, a hypothesis that stands out is the yet unsolved legendary Riemann hypothesis:

“All non-trivial zeros of the zeta function have real part one-half”

A relatively bland on the surface, the playing of this articulation isn’t just riveting, it takes in intricately advanced features and gives forth exceedingly consequential messages. I have just written an article on it, in the context of mathematical reality of the universe. I should be able to post this article here shortly.
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–          In connection to the above, and with all the current buzz on mathematical reality of the universe, and our true nature, my book Physical Laws of the Mathematical Universe: Who Are We? has just come out. We are still working on the e-book, but do stop by and join in to let me know your views, or drop me a question.

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See you all soon,

Neeti.

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