Wellenzohn, M.

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Wellenzohn, M.
 

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Results 1-20 of 23 (Search time: 0.003 seconds).

PreviewAuthors / EditorsTitleTypeIssue Date
1Ivanov, A.N. ; Höllwieser, R. ; Troitskaya, N.I. ; Wellenzohn, M. ; Berdnikov, Ya.A. Precision analysis of pseudoscalar interactions in neutron beta decaysArtikel Article 2020
2Ivanov, A.N. ; Wellenzohn, M. ; Abele, H. Tests of Lorentz-Invariance Violation in the Standard-Model Extension with Ultracold Neutrons in qBounce ExperimentsKonferenzbeitrag Inproceedings2020
3Ivanov, A. N. ; Höllwieser, R. ; Troitskaya, N. I. ; Wellenzohn, M. ; Berdnikov, Ya. A. Gauge and infrared properties of hadronic structure of nucleon in neutron beta decay to order O(α/π) in standard V−A effective theory with QED and linear sigma model of strong low-energy interactionsArtikel Article2019
4Ivanov, A.N. ; Wellenzohn, M. ; Abele, H. Probing of violation of Lorentz invariance by ultracold neutrons in the Standard Model ExtensionArtikel Article2019
5Ivanov, A. N. ; Höllwieser, R. ; Troitskaya, N. I. ; Wellenzohn, M. ; Berdnikov, Ya. A. Radiative corrections of order O ( α E e / m N ) to Sirlin's radiative corrections of order O ( α / π ) to the neutron lifetimeArtikel Article2019
6Ivanov, A. N. ; Höllwieser, R. ; Troitskaya, N. I. ; Wellenzohn, M. ; Berdnikov, Ya. A. Tests of the standard model in neutron beta decay with polarized electrons and unpolarized neutrons and protonsArtikel Article2019
7Ivanov, A.N. ; Höllwieser, R. ; Troitskaya, N.I. ; Wellenzohn, M. ; Berdnikov, Ya.A. Neutron dark matter decays and correlation coefficients of neutron beta decaysArtikel Article2018
8Ivanov, A. N. ; Höllwieser, R. ; Troitskaya, N. I. ; Wellenzohn, M. ; Berdnikov, Ya. A. Gauge Properties of Hadronic Structure of Nucleon in Neutron Radiative Beta Decay to Order O(alpha/pi) in Standard V - A Effective Theory with QED and Linear Sigma Model of Strong Low-Energy InteractionsArtikel Article2018
9Ivanov, A. N. ; Höllwieser, R. ; Troitskaya, N. I. ; Wellenzohn, M. ; Berdnikov, Ya. A. Tests of the standard model in neutron beta decay with a polarized neutron and electron and an unpolarized protonArtikel Article2018
10Ivanov, A. N. ; Höllwieser, R. ; Troitskaya, N. I. ; Wellenzohn, M. ; Berdnikov, Ya. A. Precision theoretical analysis of neutron radiative beta decayArtikel Article2017
11Ivanov, A. N. ; Höllwieser, R. ; Troitskaya, N. I. ; Wellenzohn, M. ; Berdnikov, Ya. A. Precision analysis of electron energy spectrum and angular distribution of neutron β − decay with polarized neutron and electronArtikel Article2017
12Ivanov, A. N. ; Höllwieser, R. ; Troitskaya, N. I. ; Wellenzohn, M. ; Berdnikov, Ya. A. Precision theoretical analysis of neutron radiative beta decay to order O ( α 2 / π 2 )Artikel Article2017
13Ivanov, A. N. ; Cronenberg, G. ; Höllwieser, R. ; Jenke, T. ; Pitschmann, M. ; Wellenzohn, M. ; Abele, H. Exact solution for chameleon field, self-coupled through the Ratra-Peebles potential with n = 1 and confined between two parallel platesArtikel Article2016
14Ivanov, A. N. ; Wellenzohn, M. Einstein-Cartan Gravity with Torsion Field Serving as Origin for Cosmological Constant or Dark Energy DensityArtikel Article2016
15Ivanov, A. N. ; Wellenzohn, M. Spin precession of slow neutrons in Einstein-Cartan gravity with torsion, chameleon, and magnetic fieldArtikel Article2016
16Lemmel, H. ; Brax, Ph. ; Ivanov, A.N. ; Jenke, T. ; Pignol, G. ; Pitschmann, M. ; Potocar, T. ; Wellenzohn, M. ; Zawisky, M. ; Abele, H. Neutron interferometry constrains dark energy chameleon fieldsArtikel Article2015
17Ivanov, A. N. ; Wellenzohn, M. Nonrelativistic approximation of the Dirac equation for slow fermions coupled to the chameleon and torsion fields in the gravitational field of the EarthArtikel Article2015
18Ivanov, A. N. ; Pitschmann, M. ; Wellenzohn, M. Effective low-energy gravitational potential for slow fermions coupled to linearized massive gravityArtikel Article2015
19Ivanov, A. N. ; Wellenzohn, M. Standard electroweak interactions in gravitational theory with chameleon field and torsionArtikel Article2015
20Ivanov, A. N. ; Wellenzohn, M. Effective low-energy potential for slow Dirac fermions in Einstein-Cartan gravity with torsion and chameleon fieldArtikel Article2015