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Robert Harlander:
Research Interests
-/- Home
-/- TTP Karlsruhe
-/- CERN Theory
-/- HET
Brookhaven
Most recent works
click here for a full list of my papers
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M. Black, R.V. Harlander, J.T. Kohnen, F. Lange, A. Rago, A. Shindler, O. Witzel,
Heavy-Meson Bag Parameters using Gradient Flow
[arXiv:2603.28517]
We provide more details to the letter-style article on the calculation of bag parameters for heavy-meson lifetimes. We also apply the same method to heavy-meson mixing.
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M. Black, R.V. Harlander, J.T. Kohnen, F. Lange, A. Rago, A. Shindler, O. Witzel,
Bag Parameters for Heavy Meson Lifetimes
[arXiv:2603.28516]
Combining lattice data with the perturbative matching coefficient, we calculate bag parameters for heavy-meason lifetime predictions. More details are provided in the accompanying longer article.
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L. Georg, R.V. Harlander, R.H. Mason,
The gradient-flow coupling of three- and four-dimensional QED
[arXiv:2601.13914]
The gradient-flow coupling in QED is just the Laplace transform of the regular photon polarization function. Among other things, this paper studies the renormalization group structure of three-dimensional QED in this scheme.
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R.V. Harlander, R.H. Mason,
Quark-mass effects in gradient-flow observables through next-to-next-to-leading order in QCD
[arXiv:2512.19613]
We provide the results for important observables in the gradient-flow formalism including effects from a massive quark.
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R.V. Harlander, J.T. Kohnen, A. Shindler,
Short-flow-time expansion of non-singlet twist-two operators at next-to-next-to-leading order QCD
[arXiv:2511.17145]
Here we provide crucial input for the determination of parton density function on the lattice using the gradient flow formalism, see this paper.
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Robert Harlander: Research
Interests -/- Home
-/- TTP Karlsruhe
-/- CERN Theory -/- HET Brookhaven
last updated on
Mar 31, 2026 by RH
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