content A practical demonstration of Quantum Teleportation
the Most Secure communication of valuable information is presented for your evaluation

Contents

  1. Summary
    The Panvia Quantum Computer achieves quantum information teleportation between two separate quantum gate circuits, Alice and Bob, transferring Alice's input 'a' qubit state as an unknown mixture of |0> and |1> states in the 3 qubit |abc> circuit to Bob's 'f' qubit state in the 3 qubit |def> circuit.

    The quantum teleportation results presented here demonstrate (a) operation of multiple quantum gates including the Conditional-NOT, CNOT, for general purpose quantum computing applications (b) useful quantum information transfer between separated quantum computers opening a door to larger, distributed quantum computers and a new secure Quantum Internet operating on today's network technology.

  2. Panvia Quantum Computer
    Programmable Quantum Computer US Patent No. 12,182,662 implements dual-domain associative memory to represent quantum states of data wavefunctions according to Quantum Field Theory. Because the Panvia Quantum Computer's dual-domain architecture reflects the true wave-particle duality of quantum processes it is a breakthrough in scalable quantum computing going beyond the capabilities of classical physics, Newtonian objects and the binary logic gates of conventional digital computers.

  3. QUAIL
    Quantum Auto Inference Language, Panvia Quantum Computer Instruction Set Architecture and Programs with worked example code.

  4. Method
    Teleport Test Design and method, Selection Criteria, Scoring and Self-Check

  5. Alice's Circuit Interactive Graphics
    Interactive graphics for Alice's circuits showing gate by gate evolution of the state vectors for each step on Alice's side of the teleportation process.

  6. Eve in the middle
    Eve cannot eavesdrop since all 3 qubits have been scrambled into superpositions of 50% of |0> and 50% of |1>

  7. Bob's Circuit Interactive Graphics
    Interactive graphics for Bob's circuits showing gate by gate evolution of the state vectors for each step on Bob's side of the teleportation process.

  8. Timesliced State Probability Evolution
    View probabilities for Alice's input quantum states, the randomized intermediate state superposition and the final teleported result in Bob's states.

  9. Demonstrable Quantum Teleportation Results
    Alice can use the input state |0> or |1> of her 3rd qubit to control whether Bob's teleported qubit materializes in either the lossless combination of states in Alice's qubit or its antisense reflection.

  10. Further Applications
    Teleportation of qubits allows separate quantum computers to be joined together to create larger scale quantum computers.

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More Information: Panvia Future Technologies Inc. - www.panviaquantum.com
Contact: Roger Selly, CEO. roger@panviaquantum.com