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Genady

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Genady last won the day on March 4

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  1. It depends on the symmetries of a situation. For example, a spherically symmetric case, e.g., Schwarzschild black hole, is usually visualized in 2D, i.e., temporal and radial.
  2. Exactly. In the spacetime, they both have curvature of about 1 lightyear radius:
  3. At the very far distance, the angle between light rays from the star becomes 0, that is the rays are just parallel to each other. Draw the picture and you will see what happens to the shadow when the rays are parallel.
  4. 1 metre, 2 metres, 10 metres, assuming the shadow is perpendicular to the light ray.
  5. You are spoiling my question in the post right above yours ... 😉
  6. The main problem with the trampoline analogy is that it has nothing to do with the gravity related spacetime curvature. A curious student should ask after watching it, "How can the tracks of a ball and of a bullet be curved so differently if that curvature arises from the geometry of space?" (MTW, Gravitation (p. 32).)
  7. No, I am not interested in this distinction. Sorry that what I said or how I said it sounded like this distinction is of any importance to me.
  8. This analogy doesn't work because a particle does not extend into its field in QFT, but rather it is its field when the latter is not in the ground state.
  9. This is the difference in our approach: I think that my consciousness is a symbolic reflection of my experiences. The experiences, including thoughts and concepts, are not conscious.
  10. My consciousness records these experiences.
  11. Yes, its functioning changes. And sometimes stops.
  12. Consciousness does not have amount or direction. It is a symbolic system of recording experiences.
  13. In spite of this, a 'causative relationship' exists operationally, i.e., we can, in principle, manipulate the source and this would affect geometry, but there is no way to manipulate geometry without manipulating the source. The 'symmetry' is broken.
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