If \(p^\mu=(p^0,0,0,p)\) with \( p^{02} -\vec{p}^2 = m^2\), find all vectors \(\epsilon^\mu\) such that \(\epsilon^\mu p_\mu=0\). How many linearly independent vectors can you make?
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4727:Diamond Point
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If \(p^\mu=(p^0,0,0,p)\) with \( p^{02} -\vec{p}^2 = m^2\), find all vectors \(\epsilon^\mu\) such that \(\epsilon^\mu p_\mu=0\). How many linearly independent vectors can you make?
4727:Diamond Point