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Lattice string field theory: the linear dilaton in one dimension Enthalten in Journal of high energy physics Bd. 2014, 13.10.2014, Nr. 10, date:10.2014: 1-73
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Lattice Theory for Machine Learning Enthalten in Scientific and technical information processing Bd. 49, 6.3.2023, Nr. 5, date:12.2022: 379-384
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Looijenga’s weighted projective space, Tate’s algorithm and Mordell-Weil lattice in F-theory and heterotic string theory Enthalten in Journal of high energy physics Bd. 2016, 9.11.2016, Nr. 11, date:11.2016: 1-22
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Low energy spectrum of SU(2) lattice gauge theory Enthalten in The European physical journal / C / Particles and fields Bd. 79, 14.3.2019, Nr. 3, date:3.2019: 1-17
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Mass spectrum of 2-dimensional N = 2 2 $$ \mathcalN}=\left(2,2\right) $$ super Yang-Mills theory on the lattice Enthalten in Journal of high energy physics Bd. 2019, 11.1.2019, Nr. 1, date:1.2019: 1-38
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Mean-field analysis ofSU(3) lattice Yang-Mills theory at finite temperature Enthalten in Il nuovo cimento / A Bd. 103, 7.1.2008, Nr. 9, date:9.1990: 1245-1253
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Modeling of Localized Inelastic Deformation at the Mesoscale with Account for the Local Lattice Curvature in the Framework of the Asymmetric Cosserat Theory Enthalten in Physical mesomechanics Bd. 22, 23.10.2019, Nr. 5, date:9.2019: 392-401
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Modelling garnet-fluid partitioning in H2O-bearing systems: a preliminary statistical attempt to extend the crystal lattice-strain theory to hydrous systems Enthalten in Contributions to mineralogy and petrology Bd. 175, 30.7.2020, Nr. 8, date:8.2020: 1-16
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N $$ \mathcalN} $$ = 1 Super-Yang-Mills theory on the lattice with twisted mass fermions Enthalten in Journal of high energy physics Bd. 2021, 25.1.2021, Nr. 1, date:1.2021: 1-42
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