| 1. | Instead of boosts, it features shear mappings to relate co-moving frames of reference.
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| 2. | As already shown above, these forces have the form in a non-co-moving frame:
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| 3. | A manifold that does have a global moving frame is called " parallelizable ".
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| 4. | Three other parameters define the orientation of the moving frame relative to the fixed frame.
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| 5. | It can be constructed by applying a transformation to the moving frame of a general helix.
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| 6. | The stationary coordinates of the observer relate to the moving frame of the charge as follows
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| 7. | But we know that time goes slower in moving frame, so we always have t'\ sec.
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| 8. | The speed of light is considered to be the only true constant between moving frames of reference.
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| 9. | Intrinsically a moving frame can be defined on a principal bundle " P " over a manifold.
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| 10. | In fact, in the method of moving frames, one more often works with coframes rather than frames.
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