# O'Nero Samuel

Senior Members

96

## Community Reputation

8 Neutral

• Rank
Meson
• Birthday 04/09/87

## Profile Information

• Gender
Male
• Location
Nigeria
• Interests
Mathematics and Physics
• Favorite Area of Science
physics
1. ## Complex number theory on special relativity

I know I might sound stupid, but I'd wanted to know if anyone knows an author who has written a hypothetical mathematical formalism for speeds greater than that of light as an extension of the ideas of Einstein special relativity. If so please share links, 📚 or references of such ideas.
2. ## If gravity seized to exist (Theory)

Isn't this speculation? I thought there was a section for this.
3. ## There is NO LIMIT TO EMPTINESS / VACUUM !

The vector resolution of velocities through space-time tends towards equations described by special theory of relativity as the velocity tends towards the speed of light.Trying to imagine a frame of reference travelling at or above the speed of light is unimaginable, or so to speak, mathematically incoherent. You can deceive yourself with any other type of innovative-beyound-speed-of-light space-time hypothesis, But that's all you'd be doing - deceiving yourself I mean. You wouldn't have the mathematical footings to back your hypothesis.
4. ## Is a mathematical zero impossible?

Thanks for the references, I'm looking into them. I guess my use of mathematical term is obfuscating the ideas behind my questions. Now I'm getting a first hand experience of the conundrums facing the mathematician as described by Von Neumann in his "The mathematician".
5. ## Is a mathematical zero impossible?

Thanks a lot. This is why I value this forum: when one thinks in isolation, he stands the chance to tend to lean more towards subjectivity when drawing conclusions from the empirical science. I think I'm beginning to understand the mathematical description of a zero. But, just not to be mistaken, would I be correct to say that the mathematical description of a zero is relative to the point of view from which the user (observer, maybe) makes his interpolations? And according to studiot, would i also be on track to say that a mathematical zero can either be an active element of a set, or an entirely null set? If so, then when the mathematicians use the word "zero" they are not talking about absolute nothingness described by philosophers using the word? Going with these trend of thought, does it mean that every algebraic interpolations are done with respect to the group of the elements of the field in consideration? And, when two fields has elements that do not intersect the commutative interactions between the elements of these fields acts as a zeros when changing frame of reference? And I think what I came looking for is in your last statement. From what i've gathered so far, numbers are interpolated with respect to the set they belong to, and a null set, allow me to use the phrase, "looks like" a zero. Is there any more information one can get out of a null set that is not relative to other sets that has element. And if I am to rephrase, is there anything mathematically described as a zero function?
6. ## Is a mathematical zero impossible?

My apologies then, if I misunderstood your stand. You think my point is not totally correct in formal mathematics? What do you mean by formal mathematics. I was reading Von Neumann's "Mathematician", and he tried to describe, in two or more paragraphs maybe, the ambiguity and disconnectedness of "formal mathematics" (to steal your phrase) from the empirical sciences. Here is one of his paragraphs; "There is a quite peculiar duplicity in the nature of mathematics. One has to realize this duplicity, to accept it, and to assimilate it into one's thinking on the subject. This double face is the face of mathematics, and I do not believe that any simplified, unitarian view of the thing is possible, without sacrificing the essence." Could it be this two-facedness of mathematics that makes you think I might not be totally correct? If you could only neglect the bold, CAPITALIZED SHOUTING IN RED format of the statement, you would see that I'm not speculating: I'm asking a question about zeros: its mathematical and empirical implications. Maybe Neumann was right all along. Mathematicians has to sacrifice the empiricism science and nature to grab hold of rigorous logic. Its very sad indeed. Going by Neumanns' argument, I think the two-faced ambiguous nature of mathematics makes the brief, informal comment on set theory too blurry to grab empirically. I'd appreciate if you could elaborate.What are the two mathematical interpretations of a zero? Could you give a link or recommend a text that would help be see things in your point of view? And sure, I'd like to discuss the part of the zero that corresponds to my questions. I'd be exhilarated! The zero you have been describing is one of the, so to speak, types of zero there is according to Studiot. I'm talking about an absolute zero. I wish I had better words with which to express myself. I blame this on mathematics though!
7. ## Is a mathematical zero impossible?

Thanks! That was a direct answer, it was really helpful. I'd look into the mathematical universe hypothesis of Tegmark. This is a forum where possibilities should be discussed and correlated with currently established theories, and you have your way of sounding condescending. I understand the fact that some words in mathematics have different meanings when used in other fields of studies, physics one of them. I'm not talking about the names used to tag these ideas, I mean their apparent significance and ways of applications. Thanks though, i'd look into the question you asked. I value the opinion of everyone in this forum, it has helped me in developing so many aspects of my theories, that is why i look forward to having more insigful opinion, and more so, criticism: i need them; but not condescension.

9. ## Is a mathematical zero impossible?

I'm not a mathematician, I'm a very close cousin, a physicist. I've been comparing the idea of a zero from the mathematicians' point of view and the physicists' point of view and find both somewhat incompatible. Maybe the term incompatible seem a little extreme, so allow me to use the term inconsistent. Here goes my argument; Mathematically, if you subtract 2 from 2 what would be left is nothing. This nothingness is what mathematicians call a zero. Physically, If you take away everything, from the largest of galaxies to the smallest of particles, eg gluons, photons, bosons, etc, what would be left? The philosopher would say nothing. The mathematician would say nothing implying a zero. But the physicist would say space. Now space is not really nothing, it is something. It has its intrinsic characteristics. It can bend, it can warp and can do a lot of thing that nothing can not do mathematically. Now if mathematical nothingness and physical nothingness are inconsistent, where and how can we find symmetry? To cut a long story short, my conclusion is this; A MATHEMATICALLY ABSOLUTE ZERO (NOTHINGNESS) IS IMPOSSIBLE. Now please mind my use of words: "mathematically absolute" means a zero that is a zero in every transform. I wonder if this fact has been proven mathematically, or if this is just my hypothesis. Now, please don't be mistaken. I'm not talking about Curt Gödel's Incompleteness theorem: that is a totally different issue. If this hypothesis has been proven I'd be glad to get a reference to this proof - it would help save me a lot of time I'd spend to prove it mathematically and finish the physics I'm working on. I'd really appreciate the Ockham's riffle. But if there is not, then I guess the race can begin. Finally, and most importantly, maybe I might just be talking nonsense, eh? Please do let me know. And tell me also what is wrong with this type of thinking.
10. ## its just a thought but has any one ever concidered the true function of a black hole

A black hole is not dead. Read about it; that is the only way you can get the clearification you seek. In the lamest terms, the issue with blackholes is that the mass to radius ratio is so enormous that even light cannot eccape its surface. And if we can not see light from it then we can not see anything from it:then its dead. So is it really dead?
11. ## How does relativity define scalar time of relative travelers?

"...world line of inertial observer"?! What was that supposed to mean? Relativity, if you still believe its laws, says that every initial frame is correct relative to the other. In other words, there is no, so to speak, super-correct frame of reference: if that was what you meant by world line of inertial observer. Time and the spontaneity of events depends on the state of the frame of reference from which the observer makes his observation. Time is relative and there is nothing as an absolute time frame.
12. ## How does relativity define scalar time of relative travelers?

"Every observer has his own clock"? I think that was too ambigous. Take for instance two observer having the same frame of reference, would they both have their own clock? I think you needed to state that every observer on a frame of reference has his own notion of proper time relative to every other obeserver in some other frame of reference moving with some relative velocity to the other. Please do correct me if I am wrong. I believe the original question of this post means to say that if an observer in a frame of reference reduces its speed to match with that of some other frame of reference, would their time synchronise? If then this is the question; then the answer would depend on whether both frame of references are moving in the same direction. If they are, then their time frame would synchronise; but if not then there would be a relative velocity, and therefore a minute laps in the time of both observer.
13. ## How does a higg's field remain connected everywhere?

The confusing thing is how can an "object" be zero dimensional?
14. ## Mysteries of the Graviton

The entire idea of there existing a graviton is a conformation to the already known pattern by which other fundamental forces have been understood and described; this conformation would not lead to confirmation, not now, not ever. Gravitation as seen by Newton and Einstein has a critically important nuance that if misunderstood, could set us years behind in our quest to uncover the true nature of gravity. I believe the idea of space time warp and forces of attraction between two masses are entirely different phenomenon, and this disparity is accentuated when we go deeper into smaller particles, I mean the quantum domain. So if anyone has contributions and clarifications, please do so in the light of these discrepancy.
15. ## Heisenberg principle

Thanks MigL, I meant HUP. Then I guess I was mistaken. The fact that quantum particles exist in the first place, I believe should give them momentum and an, so to speak, arbitrary position, but this we cannot measure when such particle is under observation. I get a picture of the mass now, though. Delta1212 a wise guy (Albert Einstein) once said, "If you cannot explain it to a six years old, You don't really understand it"!