A simple tight-binding model with hopping to the nearest-neighbor sites in the field of attosecond pulse train is considered. A new form of localization, atto-localization, has been obtained. It is checked by simulating as realistically as possible the appropriate hopping in the lattice. This is a drastic change with respect to the Anderson localization. Examinations are performed on an ideal and a disordered lattice. Pair-correlations, density of states, inverse participation ratio and energy level statistics are calculated and verified. The condition under which atto-localization does not appear is also given.
TY - JOUR
AU - Mašović, Dragoslav R.
PY - 2026
UR - https://vinar.vin.bg.ac.rs/handle/123456789/16105
AB - A simple tight-binding model with hopping to the nearest-neighbor sites in the field of attosecond pulse train is considered. A new form of localization, atto-localization, has been obtained. It is checked by simulating as realistically as possible the appropriate hopping in the lattice. This is a drastic change with respect to the Anderson localization. Examinations are performed on an ideal and a disordered lattice. Pair-correlations, density of states, inverse participation ratio and energy level statistics are calculated and verified. The condition under which atto-localization does not appear is also given.
T2 - Canadian Journal of Physics
T1 - Atto-localization in a one-dimensional lattice
VL - 104
SP - 1
EP - 9
DO - 10.1139/cjp-2025-0195
ER -
@article{
author = "Mašović, Dragoslav R.",
year = "2026",
abstract = "A simple tight-binding model with hopping to the nearest-neighbor sites in the field of attosecond pulse train is considered. A new form of localization, atto-localization, has been obtained. It is checked by simulating as realistically as possible the appropriate hopping in the lattice. This is a drastic change with respect to the Anderson localization. Examinations are performed on an ideal and a disordered lattice. Pair-correlations, density of states, inverse participation ratio and energy level statistics are calculated and verified. The condition under which atto-localization does not appear is also given.",
journal = "Canadian Journal of Physics",
title = "Atto-localization in a one-dimensional lattice",
volume = "104",
pages = "1-9",
doi = "10.1139/cjp-2025-0195"
}
Mašović, D. R.. (2026). Atto-localization in a one-dimensional lattice. in Canadian Journal of Physics, 104, 1-9.
https://doi.org/10.1139/cjp-2025-0195
Mašović DR. Atto-localization in a one-dimensional lattice. in Canadian Journal of Physics. 2026;104:1-9.
doi:10.1139/cjp-2025-0195 .
Mašović, Dragoslav R., "Atto-localization in a one-dimensional lattice" in Canadian Journal of Physics, 104 (2026):1-9,
https://doi.org/10.1139/cjp-2025-0195 . .
