Year 2018, Volume 7, Issue 2, Pages 9 - 12 2018-08-28

Formation of Matrices of S = 1, S = 3/2 Spin Systems in Quantum Information Theory

Mehpeyker Kocakoç [1] , Recep Tapramaz [2]

45 120

There are many methods for designing quantum computers, which are generated by rapid progress of computer technology. In this work, it is aimed to find matrices and processors by using an algorithm for spin 1 and 3/2, which can be observed with EPR spectroscopy and used for Quantum information processing. Spin matrices or processors that can be formed using the basic properties of processors. Some of the spin processors, some of which are known, are the most well-known Pauli spin matrices, which can be found in various sources, but are computed with an algorithm for convenience in practice. Matrix representations for s= 1 and 3/2 are found in the theoretical calculations. In addition to the s = 1/2 spin operators given in the literature, matrix representations of spin processors and spin systems are found for s = 1 and s = 3/2 using an algorithm. Thus it can be used in theoretical studies and applications in quantum information theory. For other spin systems spin operators can be created.

Spin systems, Quantum computing, Qutrit, Quantum information theory, Spin processor
  • Mahmut HEKİM, Gaziosmanpasa University
  • Ahmet FENERCİOGLU, Gaziosmanpaşa University
  • Sertac Öztürk, Gaziosmanpasa University, Turkey
Subjects Science
Journal Section Articles
Authors

Author: Mehpeyker Kocakoç
Institution: Çukurova University
Country: Turkey


Author: Recep Tapramaz
Institution: ondokuz mayıs üniversity
Country: Turkey


Bibtex @research article { jnrs350520, journal = {Journal of New Results in Science}, issn = {}, eissn = {1304-7981}, address = {Gaziosmanpasa University}, year = {2018}, volume = {7}, pages = {9 - 12}, doi = {}, title = {Formation of Matrices of S = 1, S = 3/2 Spin Systems in Quantum Information Theory}, key = {cite}, author = {Kocakoç, Mehpeyker and Tapramaz, Recep} }
APA Kocakoç, M , Tapramaz, R . (2018). Formation of Matrices of S = 1, S = 3/2 Spin Systems in Quantum Information Theory. Journal of New Results in Science, 7 (2), 9-12. Retrieved from http://dergipark.org.tr/jnrs/issue/38950/350520
MLA Kocakoç, M , Tapramaz, R . "Formation of Matrices of S = 1, S = 3/2 Spin Systems in Quantum Information Theory". Journal of New Results in Science 7 (2018): 9-12 <http://dergipark.org.tr/jnrs/issue/38950/350520>
Chicago Kocakoç, M , Tapramaz, R . "Formation of Matrices of S = 1, S = 3/2 Spin Systems in Quantum Information Theory". Journal of New Results in Science 7 (2018): 9-12
RIS TY - JOUR T1 - Formation of Matrices of S = 1, S = 3/2 Spin Systems in Quantum Information Theory AU - Mehpeyker Kocakoç , Recep Tapramaz Y1 - 2018 PY - 2018 N1 - DO - T2 - Journal of New Results in Science JF - Journal JO - JOR SP - 9 EP - 12 VL - 7 IS - 2 SN - -1304-7981 M3 - UR - Y2 - 2018 ER -
EndNote %0 Journal of New Results in Science Formation of Matrices of S = 1, S = 3/2 Spin Systems in Quantum Information Theory %A Mehpeyker Kocakoç , Recep Tapramaz %T Formation of Matrices of S = 1, S = 3/2 Spin Systems in Quantum Information Theory %D 2018 %J Journal of New Results in Science %P -1304-7981 %V 7 %N 2 %R %U
ISNAD Kocakoç, Mehpeyker , Tapramaz, Recep . "Formation of Matrices of S = 1, S = 3/2 Spin Systems in Quantum Information Theory". Journal of New Results in Science 7 / 2 (August 2018): 9-12.