id	author	title	date	pages	extension	mime	words	sentence	flesch	summary	cache	txt
bracis-19035	Souza, Luciano S. de; Carvalho, Jonathan H. A. de; Ferreira, Tiago A. E.	Lackadaisical Quantum Walk in the Hypercube to Search for Multiple Marked Vertices	2021		.htm	text/html	5769	347	66	In Sect. 3, we characterize the probability distribution along with the space, adjust the self-loop weight for multiple marked vertices, and search for adjacent marked vertices. Carvalho [6] shows that the optimal value of the self-loop for quantum walks in D-dimensional grids with multiple marked vertices is $$\begin{aligned} l = \frac{2Dm}{N}, \end{aligned}$$ where 2D is the number of movements the walker can do, not counting the self-loop, m the number of marked vertices, and N the number of vertices of the grid.	cache/bracis-19035.htm	txt/bracis-19035.txt