• No results found

The Bose-Hubbard Model is QMA-complete

N/A
N/A
Protected

Academic year: 2020

Share "The Bose-Hubbard Model is QMA-complete"

Copied!
113
0
0

Loading.... (view fulltext now)

Full text

Loading

Figure

Figure 1.1: We design graphs for two-qubit gates with overlapping regions as shown in (1 and 2 are associated with the first encoded qubit and regions 3 and 4 are associated with the secondA)
Figure 1.2: Each choice for the coefficients thop and Jint defines a computational problem
Figure 5.1: The graph g0.
Figure 5.2: Diagram elements from which a gate diagram is constructed. Each diagram element is aschematic representation of the graph g0 shown in Figure 5.1.
+7

References

Related documents

The main point about Moore's nloral intuition is that we can know intuitively what specific things are good (ought to be), but there is no such mode of cognition regarding what

To overcome the problems, solid phase membrane tip extraction (SPMTE) coupled with microemulsion electrokinetic chromatography (MEEKC) were used in this study and

With a new streamlined user interface, time-saving design and development tools, and impressive integration with Adobe Photoshop ® CS3 and Adobe Illustrator ® CS3, Flash CS3

Home Builders Blitz 2016 is a partnership between Habitat for Humanity affiliates and the local building community to make sure more families.. have a chance to own a simple,

The productivity practical management model evaluation of automotive mechanical skill program in state vocational school Semarang consist of: (1) productivity practical

The paradigm is called transferable multiparty computation (T-MPC), and this chapter gives an overview of T-MPC as well as protocol constructions and security proofs in both

The present case study investigated how stakeholders, clinicians, patients and clinical managers related to the implementation of the Norse Feedback (NF) in ordinary

information criterion; BIII: Burr III; BIIIMO-G: Burr III Marshall Olkin-G; BIIIMO-L: Burr III Marshall Olkin-Lindley; BIIIMO- W: Burr III Marshall Olkin-Weibull; CAIC: