Vladimir I. Korobov

collaborators

3 papers

physics.atom-ph2026

QED corrections of orders $m α^{6}$ and $m α^{6} (m / M)$ for HD $^{+}$ rovibrational transitions beyond Born-Oppenheimer approximation

Zhen-Xiang Zhong, Ping Yang, Vladimir I. Korobov +2

The effective Hamiltonian of $m α^{6}$ and $m α^{6} (m / M)$ order corrections for hydrogen molecular ions has been derived in [ Z.-X. Zhong, \emph{et al.}, Phys. Rev. A {\bf98}, 032502(201…

physics.atom-ph2026

Relativistic corrections of order $m I^\pm^{6}$ : singular operators and regularization

Vladimir I Korobov

The finite operators are derived for the nonrecoil (leading order in the $(m / M)$ expansion) relativistic corrections in hydrogen-like atoms and ions at orders $m I^\pm^{6}$ in the two- a…

physics.atom-ph2025

Relativistic recoil corrections of order \boldmath $m (Z I^\pm)^{6} (m / M)$ : Hydrogen-like atom and hydrogen molecular ion

Vladimir I Korobov

The finite operators are derived for the recoil $m I^\pm^{6} (m / M)$ order relativistic corrections (to spin-averaged energy levels) in hydrogen-like atoms and ions in the two- and three-b…

QED corrections of orders mα6 and mα6(m/M) for HD+ rovibrational transitions beyond Born-Oppenheimer approximation

Relativistic corrections of order mI^±6: singular operators and regularization

Relativistic recoil corrections of order \boldmathm(ZI^±)6(m/M): Hydrogen-like atom and hydrogen molecular ion

QED corrections of orders $m α^{6}$ and $m α^{6} (m / M)$ for HD $^{+}$ rovibrational transitions beyond Born-Oppenheimer approximation

Relativistic corrections of order $m I^\pm^{6}$ : singular operators and regularization

Relativistic recoil corrections of order \boldmath $m (Z I^\pm)^{6} (m / M)$ : Hydrogen-like atom and hydrogen molecular ion