Aperiodic Fibonacci Series Multiple Quantum Wells Lead to Topological Quantum Computation

  Jatindranath Gain

Quantum computation has recently emerged as one of the most exciting approaches to constructing a fault-tolerant quantum computer. Quantum information is stored in states with multiple quasiparticles, which have a topological degeneracy. Topological quantum computation is concerned with two-dimensional many body systems that support excitations. The lack of periodicity in the Fibonacci series MQW results in strong emission. Anyons are elementary building block of quantum computations. When anyons tunneling in a double-layer system can transition to an exotic non-Abelian state and produce Fibonacci anyons, which are powerful enough for universal topological quantum computation (TQC).Here we theoretically studied the resonant and exotic behavior of Fibonacci Superlattice by using unified analytical transfer matrix methods and hence Fibonacci anyons. This Fibonacci anyons can build a quantum computer which is very emerging and exciting field in today’s Nanophotonics and quantum computation

Keywords- Quantum Computing, Quasicrystals, Multiple Quantum wells (MQWs), Transfer Matrix Method, Fibonacci Anyone. Nanophotonics

Unique Identification Number - IJEDR1401237
Page Number(s) - 1327-1335
Pubished in - Volume 2 | Issue 1 | March 2014
DOI (Digital Object Identifier) -   
Publisher - IJEDR (ISSN - 2321-9939)

  Jatindranath Gain,   "Aperiodic Fibonacci Series Multiple Quantum Wells Lead to Topological Quantum Computation", International Journal of Engineering Development and Research (IJEDR), ISSN:2321-9939, Volume.2, Issue 1, pp.1327-1335, March 2014, Available at :http://www.ijedr.org/papers/IJEDR1401237.pdf