I. V. Silkin

most citedNon-Dirac topological surface states in (SnTe)

_{n \geq 2}

(Bi

_{2}

_{3}

)

_{m = 1}

17 citations · 17 across the 1 of their papers we have counts for

collaborators

2 papers

cond-mat.mtrl-sci2015★ 17 cited

Non-Dirac topological surface states in (SnTe) $_{n \geq 2}$ (Bi $_{2}$ Te $_{3}$ ) $_{m = 1}$

S. V. Eremeev, T. V. Menshchikova, I. V. Silkin +3

A new type of topological spin-helical surface states was discovered in layered van der Waals bonded (SnTe) $_{n = 2, 3}$ (Bi $_{2}$ Te $_{3}$ ) $_{m = 1}$ compounds which comprise two covalently…

cond-mat.mtrl-sci2013

New topological surface state in layered topological insulators: unoccupied Dirac cone

S. V. Eremeev, I. V. Silkin, T. V. Menshchikova +2

The unoccupied states in topological insulators Bi_2Se_3, PbSb_2Te_4, and Pb_2Bi_2Te_2S_3 are studied by the density functional theory methods. It is shown that a surface state wit…

Non-Dirac topological surface states in (SnTe)n≥2​(Bi2​Te3​)m=1​

New topological surface state in layered topological insulators: unoccupied Dirac cone

Non-Dirac topological surface states in (SnTe) $_{n \geq 2}$ (Bi $_{2}$ Te $_{3}$ ) $_{m = 1}$