Quantum Computing. Melanie Swan

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       Part 6 Quantum Smart Networks

       Chapter 15AdS/Smart Network Correspondence and Conclusion

       15.1Smart Network Quantum Field Theory

       15.1.1AdS/CFT correspondence-motivated SNQFT

       15.1.2Minimal elements of smart network quantum field theory

       15.1.3Nature’s quantum security features

       15.1.4Random tensors: A graph is a field

       15.2The AdS/CFT Correspondence Generalized to the SNQFT

       15.2.1Bidirectional: Bulk–boundary linkage

       15.2.2Unidirectional: Interrogate complexity with simplicity

       15.3Adding Dynamics to the AdS/CFT Correspondence

       15.3.1Spin glass interpretation of the AdS/CFT correspondence

       15.3.2Holographic geometry is free

       15.4Quantum Information/SNQFT Correspondence

       15.4.1Strategy: Solve any theory as a field theory in one fewer dimensions

       15.4.2Macroscale reality is the boundary to the quantum mechanical bulk

       15.5The SNFT is the Boundary CFT to the Bulk Quantum Information Domain

       15.5.1The internet as a quantum computer

       15.5.2Computing particle-many systems with the quantum internet

       15.6Risks and Limitations

       15.7Conclusion

       15.7.1From probability to correspondence

       15.7.2Farther consequences: Quantum computing eras

       References

       Glossary

       Index

       List of Figures

       Figure 1.1.Model of computational reality

       Figure 2.1.Eras of network computing: Simple networks and smart networks

       Figure 3.1.Potential states of bit and qubit

       Figure 15.1.Model of computational reality with moderating variables

       List of Tables

       Table 2.1.Early smart networks (Smart Networks 1.0)

       Table 2.2.Robust self-operating smart networks (Smart Networks 2.0)

       Table 2.3.Quantum smart networks (Future-class Smart Networks 3.0)

       Table 2.4.Smart networks by operational focus

       Table 2.5.Steps in articulating an effective field theory

       Table 3.1.Quantum computing hardware platforms

       Table 3.2.Superconducting materials

       Table 3.3.Qubit types by formation and control parameters

       Table 4.1.Quantum applications and number of qubits required

       Table 4.2.Church–Turing computability thesis

       Table 4.3.Quantum computing systems and error correction

       Table 4.4.Interpretations of Bell’s inequality

       Table 5.1.Computational trust model comparison and progression

       Table 5.2.Economic themes with instantiations in blockchain networks

       Table 6.1.Roadmap: Six steps to a quantum internet

       Table 7.1.Comparison of zero-knowledge proof systems

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