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# Implementation of Symmetrically Entangled Quantum Oracles for Quantum Key Distribution - Paper Implementation Project #831

@VidurangaLanders

Description

@VidurangaLanders

Implementation of Symmetrically Entangled Quantum Oracles for Quantum Key Distribution

by @VidurangaLanders

Project Overview

This project is to implement the Symmetrically Entangled Deutsch-Jozsa (SEDJ) and Symmetrically Entangled Bernstein-Vazirani (SEBV) quantum key distribution protocols described in the paper "Symmetrically Entangled Quantum Oracles for Quantum Key Distribution" by Viduranga S. Landers (Link to preprint) and "QKD based on symmetric entangled Bernstein-Vazirani" by Michael Ampatzis and Theodore Andronikos (Link to paper). These protocols utilize quantum oracles and entangled qubit pairs for secure quantum key distribution.

Scientific Background

The SEBV protocol was originally proposed by Ampatzis and Andronikos in 2021, with the SEDJ protocol being a natural extension that substitutes the Deutsch-Jozsa algorithm for the Bernstein-Vazirani algorithm in the quantum oracle. Both protocols represent novel approaches to quantum key distribution that leverage entanglement and deterministic quantum algorithms.

Implementation Scope

  1. Core Protocol Implementations

    • SEBV protocol with full symmetric variant (fSEBV)
    • SEDJ protocol as described in the paper
    • The simplified L23 protocol and E91 (for comparison)
  2. Quantum Circuit Components

    • Entanglement distribution mechanisms (simulated)
    • Quantum oracle implementations for both algorithms
    • Key encoding and measurement processes
  3. Security Analysis

    • Simulation of potential attack vectors (man-in-the-middle)
    • Security verification mechanisms

Expected Outcomes

  • Fully functional implementations of SEBV, SEDJ, L23, and E91 protocols
  • Documentation of protocol designs, implementation details, and security considerations

Why This Project Matters

This project is significant because:

  • It implements novel QKD protocols that represent promising alternatives to established methods
  • It explores the use of quantum oracles in cryptographic applications
  • It is part of the Quantegrity e-voting system proposed for implementation by team Quler
  • It contributes to the growing field of quantum-secure communications

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