A four vector \((A^0, \vec{A})\) is called
- time like if \(|A^0| > |\vec{A}|\);
- space like if \(|\vec{A}| > |A^0| \);
- light like if \(|\vec{A}| = |A^0| \).
Give an argument to show that the property of being time like, space like, or
light like does not depend on the choice of the Lorentz frame.
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4727:Diamond Point
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