Arithmetic Circuits BriefingThis Thesis Addresses the Critical Problem of Insufficient Privacy and Data Minimization in Existing Digital Identity Systems
Definition
This refers to the application of computational techniques that allow for the verification of computations without revealing the underlying data. It enables the creation of systems where complex calculations can be proven correct, while the sensitive information used in those calculations remains private. This cryptographic approach is central to developing more secure and privacy-preserving digital interactions. The objective is to construct verifiable proofs of computation that minimize data disclosure.
Context
The context for arithmetic circuits addressing privacy and data minimization in digital identity systems is a significant area of research and development. Current digital identity frameworks often necessitate the sharing of extensive personal data, leading to privacy concerns and potential data breaches. This thesis proposes a novel solution, leveraging arithmetic circuits to facilitate secure and private verification of identity attributes, thereby addressing the critical problem of insufficient privacy and data minimization in existing systems. Developments in this area are crucial for the future of secure online interactions and personal data control.
This research leverages zk-SNARKs to enable flexible, privacy-preserving verification logic for digital identities, fundamentally transforming data minimization in decentralized systems.
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