Mathematical Foundations Built for Trust
Dusk’s cryptographic stack relies on proven mathematical primitives rather than experimental constructs.
The network uses the BLS12-381 elliptic curve, widely recognized as an industry standard for pairing-based cryptography, offering strong security suitable for high-value transactions.
For internal zero-knowledge circuits, the Jubjub curve is employed to enable efficient embedded signatures.
These choices reflect a deliberate commitment to reliability, performance, and ecosystem compatibility.
By grounding its privacy mechanisms in trusted curves with established security assumptions, Dusk reinforces confidence in both its technical design and its long-term resilience.
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