Basis v1, v2
LWE Vector / Ciphertext
Noise e
Shor's Algorithm Period Finding Spectrum (QFT Output)
IDLE - High lattice entropy
Quantum Security
192 Bits
Determinant |det(B)|
11.00
Decapsulation Error
0.0001%
Closest Vector (CVP)
Intractable
QFT Resonance
Flat (0.08)
How Post-Quantum Lattice Encryption Works:
- Direct Vector Drag: Click and drag the cyan vector arrows v1 and v2 to alter the lattice geometry.
- Learning With Errors (LWE): Gold dots are exact secret lattice points perturbed by random gaussian noise e (magenta line).
- Why Shor's Algorithm Fails: Click "Run Shor's QFT Sweep". While RSA relies on 1D cyclic periodic groups easily factored by quantum Fourier transforms, lattice noise breaks 1D periodicity, leaving the Closest Vector Problem (CVP) exponential for quantum computers.
🛡️ Verified Post-Quantum Lattice Security Telemetry
Lattice Mode & Dimension
Kyber-768 (2D Basis)
Noise Standard Dev (σ)
0.80
Quantum Security Level
192 Quantum Bits
Encapsulation Outcome
Key Shared Successfully