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What is "Nothing"?

🕑 Added 2022-09-24 12:00:05 +0000 UTC
What is "Nothing"?

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I've thought of time being fluctuations in a medium such that its density manifests as gravity. Cycles vibrate in this field, giving rise to the human perception of time. The further out an observer is from a gravity field, the less time cycles, or goes slow. So it makes you wonder, what would time be like on a massive planet like Jupiter? Will it vibrate much faster than on Earth or much the same?

Greggery Peccary

In answer to the question why is there something rather than nothing, a good empiricist would just reply, How can you tell the difference? "... the always interesting question whether the absence of something is also something." I believe Plato has been dinged for his resolution of this issue. There is the different ontology of the Stoics which claims that reality contains more than what exists, i.e. the root genus "something" contains existing (material) things and non-existing (non-material) things. Some have even said for the Stoics there is a third 'neither material nor non-material' subgenus of things for stuff like fictional beings (or things in the past) and limits. Maybe that's the kind of thing that is impossible to remove from the gift box. After all if you remove nothing from the box, nothing would still be in the box.

I think that I didn't say anything about teleportation. But there are not only photons moving at c. Elementary particles have internals which oscillate permanently at c, a phenomenon which Erwin Schrödinger has called: "zitterbewegung". This oscillation is BTW the physical cause of relativistic dilation. At least I do not know any different cause of dilation.

I can only imagine photons as bouncing/wriggling around through a volume of space-time within the box, not teleporting instantaneously or something else.

Why / in which way?

You've stumped me. 🙂

Right, but the case which I have described is different. The fundamental case of “time”, the being of ‘earlier’ and ‘later’, makes only sense if both events happen at the same position. If we look at the case of two events at two different positions in the box, we have to look at the case of linear time, and that means the use of oscillators – here called ‘clocks’. And these oscillators have a period that depends on their motion. And in turn the dependence on the motion has to do with the constancy of the speed of light c. Now the question regarding the box: If c is constant in the box, is this the property of something general being in the box or is it only the intrinsic property of an object having this speed c? This at the end is the question of the origin of relativity.

All of the box isn't reachable at once, travel still needs to occur between any 2 or more points on, inside or along the edges of the box and this isn't simultaneous, is the thought that came to me.

Sabine, you say: “What’s left in the box now? Well. There’s still space and time in it.” My question: How can be “time” in it? Which means: what is time - is it more than a pure abstraction? If there are two events somewhere then the one must be earlier and the other one later. That is the fundamental case of “time”. Now - has something to be in the box so that this is true? Is a situation thinkable where this is not possible? The other – the linear – case of time is the abstraction of the action of oscillators. This needs the presence of an oscillator (at least principally); so it does not matter for this question. We could raise similar thoughts about space. But not now on this evening.

D Brown

You beat me to it.

Nothing is impossible, the old philosophers said. And look, modern physics says the same.

"The reason that there is Something rather than Nothing is that Nothing is unstable." -- Frank Wilczek, Nobel Laureate, phyiscs 2004 Nothing is an awe-inspiring yet essentially undigested concept, highly esteemed by writers of a mystical or existentialist tendency, but by most others regarded with anxiety, nausea, or panic. --- The Encyclopedia of Philosophy "What is there? Everything! So what isn't there? Nothing!" --- Norm Levitt, after Quine

Definition of nothing: Nothing is more pleasant than reading a new Sabine Hossenfelder column with a nice cup of coffee on a Saturday morning. /fanboi

I think that the maths-level nothing should occur earlier in the deal since it's a sort of quasi-field information thingy. Maybe?

Rad Antonov

https://www.youtube.com/watch?v=0BvFszgQ-CA&feature=share&utm_source=EJGixIgBCJiu2KjB4oSJEQ

Terry Bollinger

The worst scientific prediction in history is quantum field theory’s claim that the vacuum has so much energy that the universe should instantly collapse or explode. The source of this failure is assuming that the “nothing” between interacting particles is identical to the “nothing” of special relativity. They are, in fact, irreconcilably different versions of “nothing.” The solution to the vacuum density problem is to admit the mismatch and return to Einstein’s original special relativity concept of the vacuum as independent of any frame. Quantum field theory is possibly the most precise and predictive theory set ever devised, yet its very success obscures a critical point: It is an ether theory in the sense that the context of its particles, energized fields, and endpoints always bind its results to a well-defined and entirely classical inertial frame. Whether used to calculate the Lamb shift in a hydrogen atom or the path of a photon in a Feynman diagram, every quantum field theory calculation begins and ends with the assumption that classical entities exist with well-defined locations in space and time — in other words, a well-defined inertial frame. These inertial frame boundaries make all variants of quantum field theory into ether theories, that is, theories for which a specific inertial frame dominates over all others. Einstein’s 1905 papers on special relativity did not do this. Einstein, at least in 1905, was so excruciatingly careful not to make frame-dependent, ether-like statements about the vacuum that he refused to define even the speed of light as having meaning except in the context of a single observer in a well-defined inertial frame — and even then only as the average of light going out and then returning to that observer. In his must-read book The Structure of Scientific Revolutions, the late and truly great science philosopher Thomas Samuel Kuhn defined two types of science. In normal science, extraordinary past successes generate deep confidence that, despite anomalies here and there, the current framework must inevitably resolve those anomalies, even if those resolutions prove extraordinarily difficult to uncover. In revolutionary science, those anomalies provoke a crisis in which a new generation of thinkers loses confidence in the old model and begins examining deeply held and seemingly “obvious” assumptions that underlie that model. The vacuum density problem is just such an anomaly. What is remarkable is that the simple assumptions that generated this anomaly have gone unchallenged for so long. ---------- Terry Bollinger CC BY 4.0 2022-09-24.08:35 EDT Sat [Updated 2022-09-25.16:45 EDT Sun, tweaked Mon] PDF: https://sarxiv.org/apa.2022-09-24.0835.pdf

Oh my goodness. I was just thinking of the concept of nothing on Wednesday! I have not read/watched yet. So here is what I thought of before I absorb your information: If you consider that all everything is just wave forms in multiple dimensions (perhaps many more than we currently figure), then perhaps there are maths that make our existence, and many other existences that are not ours because the maths don't overlap. In fact, an infinite number of them. All mathematical possibilities. If you overlay all of them, the chaos grows until you end up with every space saturated with data points. You end up with a homogenous singluar value. On an unfixed graph, this could be any value, say all 1. Or it could represent 0 as well. With no abstraction, they look identical. So 0 is 1. And one, when divided infinitely, creates the multi-verse. Okay, now off to watch your show!


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