Anyonic quantum computation: quantum computation by Braiding non-Abelian Anyons / Ismail Uysal
Tipo de material:
TextoEditor: Berlin: Lambert Academic Publishing, 2011Descripción: 56 páginasTipo de contenido: text Tipo de medio: unmediated Tipo de portador: volumeISBN: 9783847332671Tema(s): COMPUTADORES CUANTICOS | FÍSICA -- PROCESAMIENTO DE DATOSClasificación CDD: 004.1
Contenidos:
Resumen: Quantum computation can be done by using non-abelian anyons which are neither bosons nor fermions. These exotic particles live only in two dimensional systems. Quasi-particles of ν = 5/2 fractional quantum Hall state will provide such non-abelian anyons. We discuss a NOT gate operation by braiding these anyons. In this work fundamental concepts of quantum computation are reviewed. Non-abelian anyons and topological phases are introduced. Some basic facts about fractional quantum Hall state are given. This is a book version of the MS thesis of the author.
1.- Introduction -- 2.- Basic of quantum computation -- 3.- Anyons -- 4.- Quantum hall effect -- 5.- Quantum computation by using non-abelian anyons -- 6.- Conclusions.-
| Tipo de ítem | Biblioteca actual | Colección | número de clasificación | Copia número | Estado | Notas | Fecha de vencimiento | Código de barras |
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Libro de Proyecto
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Biblioteca Campus San Joaquín | Colección Material de Proyecto | 004.1 U97 (Navegar estantería(Abre debajo)) | 1 | Prestado | 3er. Piso | 01/01/2050 | 35609002083016 |
1.- Introduction -- 2.- Basic of quantum computation -- 3.- Anyons -- 4.- Quantum hall effect -- 5.- Quantum computation by using non-abelian anyons -- 6.- Conclusions.-
Quantum computation can be done by using non-abelian anyons which are neither bosons nor fermions. These exotic particles live only in two dimensional systems. Quasi-particles of ν = 5/2 fractional quantum Hall state will provide such non-abelian anyons. We discuss a NOT gate operation by braiding these anyons. In this work fundamental concepts of quantum computation are reviewed. Non-abelian anyons and topological phases are introduced. Some basic facts about fractional quantum Hall state are given. This is a book version of the MS thesis of the author.