A. Yildirim

most citedMagnetic dipole moments of the

Z_{c} (4020)^{+}

Z_{c} (4200)^{+}

Z_{cs} (4000)^{+}

and

Z_{cs} (4220)^{+}

states in light-cone QCD

23 citations · 43 across the 3 of their papers we have counts for

collaborators

3 papers

hep-ph2021★ 23 cited

Magnetic dipole moments of the $Z_{c} (4020)^{+}$ , $Z_{c} (4200)^{+}$ , $Z_{cs} (4000)^{+}$ and $Z_{cs} (4220)^{+}$ states in light-cone QCD

U. Ozdem, A. Karadeniz Yildirim

The magnetic dipole moments of the $Z_{c} (4020)^{+}$ , $Z_{c} (4200)^{+}$ , $Z_{cs} (4000)^{+}$ and $Z_{cs} (4220)^{+}$ states are extracted in the framework of the light-cone QCD sum rules…

gr-qc2016★ 20 cited

New exact solutions of Bianchi I, Bianchi III and Kantowski-Sachs spacetimes in scalar-coupled gravity theories via Noether gauge symmetries

U. Camci, A. Yildirim, I. Basaran Oz

The Noether symmetry approach is useful tool to restrict the arbitrariness in a gravity theory when the equations of motion are underdetermined due to the high number of functions…

gr-qc2016

Noether gauge symmetry classes for pp-wave spacetimes

U. Camci, A. Yildirim

The Noether gauge symmetries of geodesic Lagrangian for the pp-wave spacetimes are determined in each of the Noether gauge symmetry classes of the pp-wave spacetimes. It is shown t…

Magnetic dipole moments of the Zc​(4020)+, Zc​(4200)+, Zcs​(4000)+ and Zcs​(4220)+ states in light-cone QCD

New exact solutions of Bianchi I, Bianchi III and Kantowski-Sachs spacetimes in scalar-coupled gravity theories via Noether gauge symmetries

Noether gauge symmetry classes for pp-wave spacetimes

Magnetic dipole moments of the $Z_{c} (4020)^{+}$ , $Z_{c} (4200)^{+}$ , $Z_{cs} (4000)^{+}$ and $Z_{cs} (4220)^{+}$ states in light-cone QCD