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Statistical theory of diffusion of a hydrogen atom in metals with close-packed lattice taking into account fourth-order anharmonicity Enthalten in Inorganic materials / Applied research Bd. 7, 4.6.2016, Nr. 3, date:5.2016: 317-324
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Status and future perspectives for lattice gauge theory calculations to the exascale and beyond Enthalten in The European physical journal / A / Hadrons and nuclei Bd. 55, 14.11.2019, Nr. 11, date:11.2019: 1-26
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443 |
String-net formulation of Hamiltonian lattice Yang-Mills theories and quantum many-body scars in a nonabelian gauge theory Enthalten in Journal of high energy physics Bd. 2023, 20.9.2023, Nr. 9, date:9.2023: 1-24
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444 |
Study of new physics effects in B ¯ s → D s ∗ τ − ν ¯ τ $$ \overlineB}}_s\to D}_s^\left(\ast \right)}\tau}^-}\overline\nu}}_\tau } $$ semileptonic decays using lattice QCD form factors and heavy quark effective theory Enthalten in Journal of high energy physics Bd. 2024, 25.1.2024, Nr. 1, date:1.2024: 1-33
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445 |
Symplectic Geometry of Character Varieties and SU(2) Lattice Gauge Theory I Enthalten in Communications in mathematical physics Bd. 405, 9.4.2024, Nr. 4, date:4.2024: 1-36
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446 |
Systematic effective field theory investigation of spiral phases in hole-doped antiferromagnets on the honeycomb lattice Enthalten in The European physical journal / B / Condensed matter and complex systems Bd. 69, 13.6.2009, Nr. 4, date:6.2009: 473-482
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447 |
T-matrix formulation of real-space dynamical mean-field theory and the Friedel sum rule for correlated lattice fermions Enthalten in The European physical journal / B / Condensed matter and complex systems Bd. 92, 4.2.2019, Nr. 2, date:2.2019: 1-7
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448 |
Tensor polarizability of the vector mesons from SU(3) lattice gauge theory Enthalten in Journal of high energy physics Bd. 2018, 29.11.2018, Nr. 11, date:11.2018: 1-18
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449 |
Tensor renormalization group study of two-dimensional U(1) lattice gauge theory with a θ term Enthalten in Journal of high energy physics Bd. 2020, 15.4.2020, Nr. 4, date:4.2020: 1-11
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450 |
The activation energy for lattice Self-Diffusion and the Engel-Brewer Theory Enthalten in Metallurgical and materials transactions / A / Physical metallurgy and materials science Bd. 23, 1.9.1992, Nr. 9, date:9.1992: 2491-2500
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