Solaris AI
  • Introduction to Solaris AI
  • Basics
    • Core Innovation
    • Technical architecture
    • Protection mechanisms
    • Quantum Mathematical Framework
    • $SOLARIS: Tokenized Equity with Revenue Participation
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  1. Basics

Quantum Mathematical Framework

# Quantum-Inspired Mathematical Framework

Our quantum-based mathematical models underpin SolarisAI’s MEV threat analysis:

  1. Quantum Risk Evolution Model:

$$ \Psi(t) = \sum_{i} a_i \Phi_i e^{-i H_i t / \hbar} $$
  1. Schrödinger-Based Dynamic Risk Prediction

$$ i \hbar \frac{\partial \Psi(x, t)}{\partial t} = H \Psi(x, t) $$
  1. Eigenvalue Decomposition for Risk Minimization

HΦ=EΦH \Phi = E \PhiHΦ=EΦ
  1. Quantum Decoherence for Stability

D(Ψ)=∑k∣ck∣2ρkD(\Psi) = \sum_{k} |c_k|^2 \rho_kD(Ψ)=k∑​∣ck​∣2ρk​

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Last updated 7 months ago