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UID:5c13ea084d708
DTSTAMP:20181214T173608
DTSTART:20181019T110000Z
DTEND:20181019T120000Z
LOCATION:L0.16 @CWI - Science Park 123\, Amsterdam
SUMMARY:A Converse Quantum Expander Mixing Lemma
DESCRIPTION: The classical expander mixing lemma (EML) connects two notions of pseudorandomness for graphs. The EML states that spectral expansion (the adjacency matrix having "small second eigenvalue") implies uniformity (having roughly "the right" number of edges between pairs of vertex subsets). In this talk\, we look at a known quantum analogue[..]
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