Papers and Proceedings

[32] G. Aarts, C. Allton, S. Hands, B. Jäger, C. Praki and J. I. Skullerud, Nucleons and parity doubling across the deconfinement transition, arXiv:1502.03603.

[31] G. Aarts, F. Attanasio, B. Jäger, E. Seiler, D. Sexty, and I.-O. Stamatescu, QCD at nonzero chemical potential: recent progress on the lattice, PoS ConfinementXI, arXiv:1412.0847.

[30] A. Francis, G. Herdoiza, H. Horch, B. Jäger, et al., Study of the Couplings of QED and QCD from the Adler Function, PoS (Lattice 2014) 163, arXiv:1412.6934.

[29] G. Aarts, B. Jäger, E. Seiler, D. Sexty, and I.-O. Stamatescu, Systematic approximation for QCD at non-zero density, PoS (Lattice 2014) 207, arXiv:1412.5775.

[28] A. Francis, V. Gülpers, G. von Hippel, B. Jäger, et al., The leading disconnected contribution to the anomalous magnetic moment of the muon, PoS (Lattice 2014) 128, arXiv:1411.7592.

[27] P. M. Junnarkar, S. Capitani, D. Djukanovic, B. Jäger, et al., Nucleon axial form factors from two-flavour Lattice QCD, PoS (Lattice 2014) 150, arXiv:1411.5828.

[26] G. von Hippel, S. Capitani, D. Djukanovic, J. Hua, B. Jäger, et al., Suppression of excited-state effects in lattice determination of nucleon electromagnetic form factors, PoS (Lattice 2014) 147, arXiv:1411.4804.

[25] A. Francis, V. Gülpers, G. Herdoíza, G. von Hippel, B. Jäger, et al., Lattice QCD Studies of the Leading Order Hadronic Contribution to the Muon g − 2, ICHEP 2014, arXiv:1411.3031.

[24] G. Aarts, F. Attanasio, B. Jäger, E. Seiler, D. Sexty, et al., Exploring the phase diagram of QCD with complex Langevin simulations, PoS (Lattice 2014) 200, arXiv:1411.2632.

[23] M. Della Morte, A. Francis, G. Herdoiza, H. Horch, B. Jäger, et al., Study of the anomalous magnetic moment of the muon computed from the Adler function, PoS (Lattice 2014) 162,arXiv:1411.1206.

[22] A. Francis, V. Gülpers, G. Herdoiza, H. Horch, B. Jäger, et al., The leading hadronic contribution to (g-2) of the muon: The chiral behavior using the mixed representation method, PoS (Lattice 2014) 127,arXiv:1410.7491.

[21] A. Francis, V. Gülpers, G. Herdoiza, H. Horch, B. Jäger, et al., Lattice QCD studies of the Adler function, in Hadronic contributions to the muon anomalous magnetic moment Workshop. (g − 2)μ: Quo vadis? Workshop. Mini proceedings (2014), arXiv:1407.4021.

[20] B. Brandt, A. Francis, V. Gülpers, G. Herdoiza, B. Jäger, et al., Low-Energy Precision Physics and Lattice QCD, 7th NIC Symposium (2014) 195–202.

[19] M. Della Morte, G. Herdoiza, H. Horch, B. Jäger, A. Jüttner, et al., Fitting the lattice vacuum polarisation function to perturbation theory, PoS (Lattice 2013) 444.

[18] M. Della Morte, G. Herdoiza, H. Horch, B. Jäger, A. Jüttner, et al., Computing the Adler function from the vacuum polarization function, PoS (Lattice 2013) 304, arXiv:1311.6975.

[17] G. M. von Hippel, B. Jäger, T. Rae, and H. Wittig, Getting Covariantly Smeared Sources into Better Shape, PoS (Lattice 2013) 424.

[16] G. von Hippel, J. Hua, B. Jäger, H. Meyer, T. D. Rae, et al., Fitting strategies to extract the axial charge of the nucleon from lattice QCD, PoS (Lattice 2013) 446.

[15] S. Capitani, M. Della Morte, D. Djukanovic, G. von Hippel, B. Jäger, et al., A high-statistics study of the nucleon EM form factors, axial charge and quark momentum fraction, PoS (Lattice 2013) 272, arXiv:1311.5804.

[14] A. Francis, B. Jäger, H. B. Meyer, and H. Wittig, Adler function and hadronic vacuum polarization from lattice vector correlation functions in the time-momentum representation, PoS (Lattice 2013) 305, arXiv:1311.3285.

[13] A. Francis, B. Jäger, H. B. Meyer, and H. Wittig, A new representation of the Adler function for lattice QCD, Phys.Rev. D88 (2013) 054502, arXiv:1306.2532.

[12] G. M. von Hippel, B. Jäger, T. D. Rae, and H. Wittig, The Shape of Covariantly Smeared Sources in Lattice QCD, JHEP 1309 (2013) 014, arXiv:1306.1440.

[11] S. Capitani, M. Della Morte, G. von Hippel, B. Jäger, B. Knippschild, et al., Excited state systematics in extracting nucleon electromagnetic form factors from the lattice, PoS ConfinementX (2012) 321.

[10] M. Della Morte, B. Jäger, T. D. Rae, and H. Wittig, Improved interpolating fields for hadrons at non-vanishing momentum, PoS (Lattice 2012) 260, arXiv:1211.1288.

[9] S. Capitani, M. Della Morte, G. von Hippel, B. Jäger, B. Knippschild, et al., Excited state systematics in extracting nucleon electromagnetic form factors, PoS (Lattice 2012) 177, arXiv:1211.1282.

[8] M. Della Morte, B. Jäger, A. Jüttner, and H. Wittig, Lattice calculations of the leading hadronic contribution to (g − 2)μ, PoS (Lattice 2012) 175, arXiv:1211.1159.

[7] M. Della Morte, B. Jäger, T. D. Rae, and H. Wittig, Improved interpolating fields for hadrons at non-zero momentum, Eur.Phys.J. A48 (2012) 139, arXiv:1208.0189.

[6] S. Capitani, M. Della Morte, G. von Hippel, B. Jäger, A. Jüttner, et al., The nucleon axial charge from lattice QCD with controlled errors, Phys.Rev. D86 (2012) 074502, arXiv:1205.0180.

[5] M. Della Morte, B. Jäger, A. Jüttner, and H. Wittig, Towards a precise lattice determination of the leading hadronic contribution to (g − 2)μ, JHEP 1203 (2012) 055, arXiv:1112.2894.

[4] B. Brandt, M. Della Morte, B. Jäger, A. Jüttner, and H. Wittig, Hadronic contribution to the lepton anomalous magnetic moment and pion form factor in lattice QCD, Prog.Part.Nucl.Phys. 67 (2012) 223–227.

[3] M. Della Morte, B. Jäger, H. Wittig, and A. Jüttner, Lattice Determination of the Anomalous Magnetic Moment of the Muon, PoS (Lattice 2011) 161, arXiv:1111.2193.

[2] M. Della Morte, B. Jäger, A. Jüttner, and H. Wittig, The leading hadronic vacuum polarisation on the lattice, AIP Conf.Proc. 1343 (2011) 337–339, arXiv:1011.5793.

[1] B. B. Brandt, S. Capitani, D. Djukanovic, G. von Hippel, B. Jäger, et al., Wilson fermions at fine lattice spacings: scale setting, pion form factors and (g − 2)μ, PoS (Lattice 2010) 164, arXiv:1010.2390.

Johannes Gutenberg Univerität Mainz, Germany

PhD in Physics• summa cum laude• May 2014
PhD thesis

Johannes Gutenberg Univerität Mainz, Germany

Diploma in Physics• September 2010
Diploma thesis