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Braided Majorana qubits as a minimal setting\\ for Topological Quantum Computation?

F. Toppan

Dados da publicação

Autores
F. Toppan
Tipo
Nota de Física
Status
Publicado
Data de publicação
03/04/2025
Descrição
I point out that a possible minimal setting to realize Kitaev's proposal of a Topological Quantum Computation which offers topological protection from decoherence could in principle be realized by braided Majorana qubits. Majorana qubits and their braiding were introduced in Nucl. Phys. B 980, 115834 (2022) and further analyzed in J. Phys. A: Math. Theor. 57, 435203 (2024). Braided Majorana qubits implement a Gentile-type parastatistics with at most $s-1$ excited states accommodated in a multiparticle sector (the integer $s=2,3,4,\ldots$ labels quantum group reps at roots of unity). It is argued that braided Majorana qubits could play, for topological quantum computers, the same role as standard bits for ordinary computers and as qubits for ``ordinary" quantum computers.
Ano
2025
Número
CBPF-NF-002/25
Vínculo com tese
Não
Vínculo com bolsa
Não
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