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Lokot, L.E. (2015) Exciton Insulator States for Particle-Hole Pair in ZnO/(Zn,Mg)O Quantum Wells and for Dirac Cone. SSRG International Journal of Material Science and Engineering, 1, 1. arXiv: 1501.03696v2 [cond-mat.mes- hall].

has been cited by the following article:

• TITLE: Creation of Bielectron of Dirac Cone: The Tachyon Solution in Magnetic Field

  AUTHORS: Lyubov E. Lokot

  KEYWORDS: Bielectron, Dirac Cone, Tachyon, Magnetic Field, Graphene

  JOURNAL NAME: Journal of Materials Science and Chemical Engineering, Vol.3 No.8, August 20, 2015

  ABSTRACT: Schrödinger equation for pair of two massless Dirac particles when magnetic field is applied in Landau gauge is solved exactly. In this case, the separation of center of mass and relative motion is obtained. Landau quantization ε = ±B/l for pair of two Majorana fermions coupled via a Coulomb potential from massless chiral Dirac equation in cylindric coordinate is found. The root ambiguity in energy spectrum leads into Landau quantization for bielectron, when the states in which the one simultaneously exists are allowed. The tachyon solution with imaginary energy in Cooper problem (ε 2