Is an electron considered a singularity by some physicists?

In summary, the author discusses how an electron is known to have mass but is also considered a point like particle. He says that some interpretations consider the electron thus to have an infinitely dense mass which should generate gravitons, which gravitons should also have mass and thus generate gravitons. Thus this is quite a problematic interpretation. Other interpretations in quanum electrodynamics consider the electrons' aspect of the electrical charge in an infintesimal space so thus they should have infinite energy and this is problematic also though solved partially by having virtual particle - antiparticle pairs appearing and disappearing in the locality of the electron thus spreading the electron charge.thus avoiding energies with infinity values. However, beyond the standard model, it the
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lightoflife
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I read this book called How To Teach Relativity to Your Dog by Chad Orzel. In the book he discusses how an electron is known to have mass but is also considered a point like particle.

He said that some interpretations consider the electron thus to have an infinitely dense mass which should generate gravitons, which gravitons should also have mass and thus generate gravitons. Thus this is quite a problematic interpretation.

Other interpretations in quanum electrodynamics consider the electrons' aspect of the electrical charge in an infintesimal space so thus they should have infinite energy and this is problematic also though solved partially by having virtual particle - antiparticle pairs appearing and disappearing in the locality of the electron thus spreading the electron charge.thus avoiding energies with infinity values.Anyway my question revolves around shouldn't these supposed features of the electron resemble a black hole and its' singularity?? Myself, I thought there were a groups of physicists that found experimental or mathematical evidence that electrons were not point like but did possesses some three dimensional spatial character?

If all particles with mass are point-like then are they not microsingularities? What is the evidence that electrons and other particles are point-like?
 
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Hypothetically, if we assume that an electon is a small sphere of radius let's say 10^[-24] m, would it be "full" or "empty"? Assume it was full. With what ? Assume a qurk-type internal structure. Devise a theory to explain this and make predictions and invent experiments to confirm your theory. If everything goes in your favor, you get yourself a Nobel. Has this been done yet? No.

At this very moment, there is no shred of experimental evidence which would force us yo abandon the point particle model in classical physics and of a quantum field in quantum physics.
 
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To the contrary! There is no classical fully satisfactory point-particle model of an electron! There are well-working approximations, used to, e.g., construct particle accelerators like the LHC, but there is no fully selfconsistent theory of the dynamics of charged point particles. The best model we have in this respect is relativistic quantum field theory (particularly quantum electrodynamics, QED), which is in a somewhat better state in the sense that you can define it in the sense of (resummed) perturbation theory.
 
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There has been a related discussion in a recent thread, starting with http://[URL post[/url].
 
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The idea of running coupling in QFT is a direct negation of the idea that a particle is point-like. If particles were really point like (not having size), then coupling factors would be constant. The fact that they aren't means that particles somehow extend around.

From classical analogies, electron as a non-uniform cloud is much better explanation than electron as a point.
 

1. Is an electron considered a singularity by some physicists?

Yes, some physicists view electrons as singularities because they are point particles with no known internal structure. This means they have no discernible size or shape, and their properties are described by mathematical equations rather than physical characteristics.

2. How does the concept of singularity apply to electrons?

The concept of singularity refers to a point in space where the laws of physics break down and become infinite. Electrons are considered singularities because they have a mass of zero and their location and momentum cannot be determined simultaneously, leading to infinite values in certain equations.

3. Why is there debate over whether electrons are singularities?

While some physicists view electrons as singularities, others argue that the concept of a point particle is a mathematical abstraction and does not accurately represent the physical reality of the electron. Additionally, the concept of singularity is still not fully understood and is a topic of ongoing research and debate.

4. How do singularities relate to other particles in physics?

Electrons are not the only particles that have been considered singularities by physicists. Other particles, such as quarks, have also been described as point particles with no internal structure. However, the concept of singularity is not universally accepted and is still being explored in relation to various particles in physics.

5. What are the implications of electrons being considered singularities?

The concept of electrons as singularities has implications for our understanding of the fundamental laws of physics and the nature of the universe. It also has practical applications in fields such as quantum mechanics and particle physics, where the properties of electrons and other particles are studied in detail.

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