Author

Konchatnij, M.I.

INSPIRE profile1881102 ORCID0000-0002-9972-5348

6 papers·11 citations in this corpus

	Paper	Category
Dec 7, 2023#122312.03578	Charged pion production in the annihilation reactions $e^{+} + e^{-} \to p + n ˉ + π^{-}$ and $e^{+} + e^{-} \to n + p ˉ + π^{+}$ G. I. Gakh🇺🇦 · M.I. Konchatnij🇺🇦 · N.P. Merenkov🇺🇦 · E. Tomasi-Gustafsson🇫🇷	↳ hep-ph	—	0
Nov 3, 2023#42311.01102	Polarization effects in elastic deuteron-electron scattering G. I. Gakh🇺🇦 · M.I. Konchatni🇺🇦 · N.P. Merenkov🇺🇦 · E. Tomasi-Gustafsson🇫🇷 · A. G. Gakh🇺🇦	nucl-th	PRC	1
Nov 16, 2022#72211.06656	Polarization phenomena in the reaction $e^{+} + e^{-} \to p + p ˉ + π^{0}$ in frame of the non-resonant mechanism G.I. Gakh🇺🇦 · M.I. Konchatnij🇺🇦 · N.P. Merenkov🇺🇦 · E. Tomasi-Gustafsson🇫🇷	↳ hep-ph	PRD	1
Mar 7, 2022#112203.02388	Contribution of the non-resonant mechanism to the double and single differential distributions over the invariant variables in the reaction $e^{+} + e^{-} \to N + N ˉ + π^{0}$ G. I. Gakh🇺🇦 · M.I. Konchatnij🇺🇦 · N.P. Merenkov🇺🇦 · E. Tomasi-Gustafsson🇫🇷	↳ hep-ph	PRD	3
Nov 12, 2019#81911.03945	Dark photon manifestation in the triplet-like QED processes $γ + ℓ_{i} \to ℓ_{j}^{+} ℓ_{j}^{-} + ℓ_{i}$ , $i \neq = j,$ $i = e, μ,$ $j = e, μ, τ$ G.I. Gakh🇺🇦 · M.I. Konchatnij🇺🇦 · N.P. Merenkov🇺🇦 · E. Tomasi-Gustafsson🇫🇷	↳ hep-ph	PRD	1
Dec 8, 2016#91612.02139	Radiative corrections to elastic proton-electron scattering measured in coincidence G.I. Gakh🇺🇦 · M.I. Konchatnij🇺🇦 · N.P. Merenkov🇺🇦 · Egle Tomasi-Gustafsson🇫🇷	↳ hep-ph	PRC	5

Charged pion production in the annihilation reactions $e^{+} + e^{-} \to p + n ˉ + π^{-}$ and $e^{+} + e^{-} \to n + p ˉ + π^{+}$
G. I. Gakh🇺🇦 · M.I. Konchatnij🇺🇦 · N.P. Merenkov🇺🇦 · E. Tomasi-Gustafsson🇫🇷
Dec 7, 2023#12↳ hep-ph0 citations
Polarization effects in elastic deuteron-electron scattering
G. I. Gakh🇺🇦 · M.I. Konchatni🇺🇦 · N.P. Merenkov🇺🇦 · E. Tomasi-Gustafsson🇫🇷 · A. G. Gakh🇺🇦
Nov 3, 2023#4nucl-thPRC1 citation
Polarization phenomena in the reaction $e^{+} + e^{-} \to p + p ˉ + π^{0}$ in frame of the non-resonant mechanism
G.I. Gakh🇺🇦 · M.I. Konchatnij🇺🇦 · N.P. Merenkov🇺🇦 · E. Tomasi-Gustafsson🇫🇷
Nov 16, 2022#7↳ hep-phPRD1 citation
Contribution of the non-resonant mechanism to the double and single differential distributions over the invariant variables in the reaction $e^{+} + e^{-} \to N + N ˉ + π^{0}$
G. I. Gakh🇺🇦 · M.I. Konchatnij🇺🇦 · N.P. Merenkov🇺🇦 · E. Tomasi-Gustafsson🇫🇷
Mar 7, 2022#11↳ hep-phPRD3 citations
Dark photon manifestation in the triplet-like QED processes $γ + ℓ_{i} \to ℓ_{j}^{+} ℓ_{j}^{-} + ℓ_{i}$ , $i \neq = j,$ $i = e, μ,$ $j = e, μ, τ$
G.I. Gakh🇺🇦 · M.I. Konchatnij🇺🇦 · N.P. Merenkov🇺🇦 · E. Tomasi-Gustafsson🇫🇷
Nov 12, 2019#8↳ hep-phPRD1 citation
Radiative corrections to elastic proton-electron scattering measured in coincidence
G.I. Gakh🇺🇦 · M.I. Konchatnij🇺🇦 · N.P. Merenkov🇺🇦 · Egle Tomasi-Gustafsson🇫🇷
Dec 8, 2016#9↳ hep-phPRC5 citations

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Konchatnij, M.I.

Charged pion production in the annihilation reactions e++e−→p+nˉ+π− and e++e−→n+pˉ​+π+

Polarization effects in elastic deuteron-electron scattering

Polarization phenomena in the reaction e++e−→p+pˉ​+π0 in frame of the non-resonant mechanism

Contribution of the non-resonant mechanism to the double and single differential distributions over the invariant variables in the reaction e++e−→N+Nˉ+π0

Dark photon manifestation in the triplet-like QED processes γ+ℓi​→ℓj+​ℓj−​+ℓi​, i=j, i=e,μ, j=e,μ,τ

Radiative corrections to elastic proton-electron scattering measured in coincidence

Charged pion production in the annihilation reactions $e^{+} + e^{-} \to p + n ˉ + π^{-}$ and $e^{+} + e^{-} \to n + p ˉ + π^{+}$

Polarization phenomena in the reaction $e^{+} + e^{-} \to p + p ˉ + π^{0}$ in frame of the non-resonant mechanism

Contribution of the non-resonant mechanism to the double and single differential distributions over the invariant variables in the reaction $e^{+} + e^{-} \to N + N ˉ + π^{0}$

Dark photon manifestation in the triplet-like QED processes $γ + ℓ_{i} \to ℓ_{j}^{+} ℓ_{j}^{-} + ℓ_{i}$ , $i \neq = j,$ $i = e, μ,$ $j = e, μ, τ$