Invention:
This invention consists of methods for obtaining all possible permutations using logical phi-bits, which are classical analogues of quantum bit (qubits) and are supported by driven acoustic metamaterials. Permutation operations are essential in quantum computing as they enable the manipulation of quantum states through fundamental gates. The method addresses all possible permutations of a four-component state vector describing the state of logical phi-bits in a complex Hilbert space, as well as a scalable inversion operation. These permutations are performed with a single physical action on the acoustic system while current quantum computing approaches require multiple sequential actions constituting a so-called quantum circuit.
Background:
Permutation operations are typically performed using quantum bits (qubits) in a quantum computing environment, where multiple sequential actions form a quantum circuit. However, traditional quantum computing methods face challenges such as the need for maintaining coherence and the complexity of operations. This invention leverages logical phi-bits, supported by driven acoustic metamaterials, to perform permutation operations more efficiently. Phi-bits mimic the superposition states of qubits, enabling the representation and manipulation of quantum-like states in a classical framework. This method addresses all possible permutations of a four-component state vector and allows for scalable inversion operations, providing a robust and efficient approach to permutation operations in a classical analogue of quantum computing.
Applications:
- Quantum computing
- Data processing
- Signal processing
Advantages:
- Improved resistance to quantum fragility
- High efficiency and scalability
- Simplified implementation
