WKB Theory for $$\alpha -\mathcal {T}_3$$ Materials and a Dice Lattice

Author:

Iurov Andrii

Publisher

Springer Nature Switzerland

Reference6 articles.

1. N. Weekes, A. Iurov, L. Zhemchuzhna, G. Gumbs, D. Huang, Generalized WKB theory for electron tunneling in gapped $$\alpha -\mathcal {T}_3$$ lattices. Phys. Rev. B 103(16), 165429 (2021)

2. K. Blaise, C. Ejiogu, A. Iurov, L. Zhemchuzhna, G. Gumbs, D. Huang, Developing a semiclassical Wentzel-Kramers-Brillouin theory for $$\alpha -\mathcal {T} _3 $$ model. Preprint arXiv:2205.03732 (2022)

3. V. Zalipaev, C.M. Linton, M.D. Croitoru, A. Vagov, Resonant tunneling and localized states in a graphene monolayer with a mass gap. Phys. Rev. B 91(8), 085405 (2015)

4. V.V. Zalipaev, Complex WKB approximations in graphene electron-hole waveguides in magnetic field, in Graphene–Synthesis, Characterization, Properties and Applications, vol. 81 (InTech, London, 2011)

5. E. Silberberg, W. Suen, The Structure of Economics: A Mathematical Analysis, 3rd edn. (Irwin McGraw-Hill, Boston, 2001), pp. 134–141. ISBN 0-07-234352-4

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