SPECIAL CM-AMO SEMINAR
Maximally Entangled States (MES)
1. We define MES and give a convenient general formula for MES due to Fivel.
2. We consider the accounting of two d-dimensional Hilbert spaces and their account via collective coordinates ("center of mass" and "relative") and show that MES in many cases is a product state in the collective coordinates.
3. We outline the notion of finite geometry and show how "lines" underpin MES.
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