Showing 141 - 160 results of 6,153 for search '(peer OR ((cheer OR cher) OR ((cheese OR (cherse OR cherie)) OR (cheras OR chern))))*', query time: 0.19s Refine Results
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    Transfer learning on UR robots by Yu, Xiwei

    Published 2024
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    Final Year Project (FYP)
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    Radar-guided robot by Wang, Jiajun

    Published 2014
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    Final Year Project (FYP)
  6. 146

    Educational robotics by Huang, Xianyun

    Published 2017
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    Final Year Project (FYP)
  7. 147
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  9. 149

    Magic-angle helical trilayer graphene by Devakul, Trithep, Ledwith, Patrick J., Xia, Li-Qiao, Uri, Aviram, de la Barrera, Sergio C., Jarillo-Herrero, Pablo, Fu, Liang

    Published 2024
    “…While nominally forming a supermoiré (or moiré-of-moiré) structure, we show that HTG locally relaxes into large regions of a periodic single-moiré structure realizing flat topological bands carrying nontrivial valley Chern number. These bands feature near-ideal quantum geometry and are isolated from remote bands by a very large energy gap, making HTG a promising platform for experimental realization of correlated topological states such as integer and fractional quantum anomalous Hall states.…”
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    Article
  10. 150

    Sections and Unirulings of Families over ℙ1 by Pieloch, Alex

    Published 2024
    “…We reach the same conclusions, but with genus zero multisections instead of sections, if π has at most two singular fibres, and the first Chern class of X is supported in a single fibre of π. …”
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    Article
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    Non-Hermitian extension of the Haldane model induced by non-reciprocal hopping by Law, Yi Khing

    Published 2023
    “…The degeneracies in the non-Hermitian framework are categorized, followed by the Chern number topological phase transi- tions. In the presence of non-Hermiticity however, there is a failure of the correspon- dence between the bulk and the boundary which is attributed to the non-Hermitian skin effect. …”
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    Final Year Project (FYP)
  19. 159

    Numerical and Analytical Methods in Low-Dimensional Strongly Correlated Quantum Systems by Peng, Changnan

    Published 2024
    “…Furthermore, the thesis derives a Hamiltonian lattice formulation for the 2+1D compact Maxwell-Chern-Simons theory, providing an analytical solution that aligns with continuum theories and facilitating future numerical applications. …”
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    Thesis
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