arXiv:1501.07071quant-ph
Spatial Search by Continuous-Time Quantum Walk with Multiple Marked Vertices
Early discovery. Linked by one identifiable commenter. This paper is outside the main ranking; a mention is not an endorsement.
Abstract
In the typical spatial search problems solved by continuous-time quantum walk, changing the location of the marked vertices does not alter the search problem. In this paper, we consider search when this is no longer true. In particular, we analytically solve search on the "simplex of $K_M$ complete graphs" with all configurations of two marked vertices, two configurations of $M+1$ marked vertices, and two configurations of $2(M+1)$ marked vertices, showing that the location of the marked vertices can dramatically influence the required jumping rate of the quantum walk, such that using the wrong configuration's value can cause the search to fail. This sensitivity to the jumping rate is an issue unique to continuous-time quantum walks that does not affect discrete-time ones.
The comments SciRate gets at the moment are pretty decent, I think because people mostly just integrate it into their existing review process. https://scirate.com/arxiv/1501.07071 is a good example. If the community were to grow though we'd definitely want heavy moderation.
mispyView on HNParent context