Da-Ming Wan

most citedThe

D D ˉ^{*}

interaction with isospin zero in an extended hidden gauge symmetry approach

5 citations · 6 across the 3 of their papers we have counts for

collaborators

3 papers

hep-ph2018★ 1 cited

The $K K ˉ^{*}$ interaction in the unitary coupled-channel approximation

Da-Ming Wan, Si-Yu Zhao, Bao-Xi Sun

The $K K ˉ^{*}$ interaction Lagrangian is constructed when the $S U (3)$ hidden gauge symmetry is taken into account, and then the $K K ˉ^{*}$ potential is obtained. In the low ene…

hep-ph2017★ 5 cited

The $D D ˉ^{*}$ interaction with isospin zero in an extended hidden gauge symmetry approach

Bao-Xi Sun, Da-Ming Wan, Si-Yu Zhao

The $D D ˉ^{*}$ interaction via a $ρ$ or $ω$ exchange is constructed within an extended hidden gauge symmetry approach, where the strange quark is replaced by the charm quark in…

nucl-th2017

$D D ˉ^{*}$ and $π ψ$ interactions in a unitary coupled-channel approximation

Bao-Xi Sun, Da-Ming Wan, Guang-Yi Tang +1

The $D D ˉ^{*}$ interaction via a $π ψ$ intermediate state is studied carefully in the isospin $I = 1$ sector. By solving the Bethe-Salpeter equation in the unitary coupled-channel…

The KKˉ∗ interaction in the unitary coupled-channel approximation

The DDˉ∗ interaction with isospin zero in an extended hidden gauge symmetry approach

DDˉ∗ and πψ interactions in a unitary coupled-channel approximation

The $K K ˉ^{*}$ interaction in the unitary coupled-channel approximation

The $D D ˉ^{*}$ interaction with isospin zero in an extended hidden gauge symmetry approach

$D D ˉ^{*}$ and $π ψ$ interactions in a unitary coupled-channel approximation