The idea of using trinary (base-3) systems instead of binary (base-2) systems for quantum computing is an interesting concept. However, it's important to note that quantum computers, as currently envisioned and developed, primarily rely on qubits, which are quantum mechanical two-level systems.
Qubits are fundamental building blocks of quantum computers and are typically implemented using various physical systems, such as superconducting circuits, trapped ions, or photon polarization states. These systems provide the necessary properties, such as superposition and entanglement, which are crucial for quantum computation.
While trinary systems could potentially be used for classical computing, adapting them for quantum computing would pose significant challenges. Quantum systems are inherently fragile due to their susceptibility to environmental noise and decoherence. Implementing and controlling trinary qubits would require the development of entirely new technologies and methods for maintaining the necessary quantum properties.
Moreover, it is important to understand that the number of qubits alone is not the sole determinant of achieving quantum supremacy. While increasing the number of qubits is indeed important, it is equally crucial to address challenges related to error correction, coherence time, gate operations, and managing quantum noise. These are active areas of research in the field of quantum computing.
In summary, while the idea of trinary systems is intriguing for classical computing, the current focus in quantum computing is on developing and improving binary qubit systems to overcome the significant technical challenges associated with quantum computation.