We give a simple proof of the exponential de Finetti theorem due to Renner. Like Renner's proof, ours combines the post-selection de Finetti theorem, the Gentle Measurement lemma, and the Chernoff bound, but avoids virtually all calculations, including any use of the theory of types.
CITATION STYLE
Vidick, T., & Yuen, H. (2016). A simple proof of Renner’s exponential de Finetti theorem. Retrieved from http://arxiv.org/abs/1608.04814
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