A zero knowledge system for voting?

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SUMMARY

The discussion centers around a cryptographic voting system that ensures voter privacy, specifically referencing a method involving polynomial graphs. The original concept, as mentioned by the user, requires a continuous representation of the graph, which current computer systems cannot achieve. This highlights the limitations of implementing such a zero-knowledge voting system in practical scenarios. The conversation also touches on existing democratic practices where voter anonymity is maintained, albeit not through advanced cryptographic means.

PREREQUISITES
  • Understanding of zero-knowledge proofs
  • Familiarity with polynomial graph theory
  • Knowledge of cryptographic voting systems
  • Basic concepts of voter anonymity in democratic systems
NEXT STEPS
  • Research zero-knowledge proof protocols in cryptography
  • Explore implementations of cryptographic voting systems
  • Study the limitations of polynomial graph representations in computing
  • Investigate current technologies for ensuring voter anonymity
USEFUL FOR

Cryptographers, computer scientists, political scientists, and anyone interested in the intersection of technology and democratic processes.

Appledave
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My memory on this is a bit foggy, but a couple of years ago one my math professors had a digression about a system of voting where no one would be able to know what anyone else voted. It involved the graph of a polynomial, and the kicker was that this system couldn't be implemented in society because it needed a truly continuous representation of the graph, which computers aren't able to do. Does anyone know what system this is? It's been bugging me for quite a while now, but I just can't seem to remember anything else about it :S
 
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Appledave said:
... a system of voting where no one would be able to know what anyone else voted ...
This is what is actually implemented in democracies. Nobody knows (for sure) what anybody else votes for.
 
Quite sure OP was thinking about a way to do that cryptographically - in a way you could implement in a computer and do via the internet.
 

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