Logo BSU

Просмотр Авторы Solovtsova, O. P.

Перейти: 0-9 A B C D E F G H I J K L M N O P Q R S T U V W X Y Z

А Б В Г Д Е Ж З И Й К Л М Н О П Р С Т У Ф Х Ц Ч Ш Щ Ъ Ы Ь Э Ю Я

или введите несколько первых символов:  
Результаты 4 - 15 из 15 < предыдущий 
Предварительный просмотрДата выпускаЗаглавиеАвтор(ы)
2014Manifestation of Quark-Hadron Duality in e +e − Annihilation into HadronsSolovtsova, O. P.
2015Non-Singlet Q2-Evolution and the Analytic Approach to Quantum ChromodynamicsSidorov, A. V.; Solovtsova, O. P.
2012Nucleon Spin Sum Rules: Analysis Based on Analytic Approach in QCDKhandramai, V. L.; Solovtsova, O. P.
2010Nucleon spin sum rules: higher twist coefficients extractionKhandramai, V. L.; Solovtsova, O. P.
2018On the Contribution of Muon Loops to the Anomalous Magnetic Moment of the MuonSidorov, A. V.; Lashkevich, V. I.; Solovtsova, O. P.
2020On Threshold Resummation S-Factor for a System of Two Relativistic Spinor Particles with Arbitrary MassesChernichenko, Yu. D.; Kaptari, L. P.; Solovtsova, O. P.
2013Polarized Bjorken Sum Rule Analysis: RevisedKhandramai, V. L.; Solovtsova, O. P.; Teryaev, O. V.
2011Role of Target Mass Corrections to the Longitudinal Structure Function Fl.Lashkevich, V. I.; Solovtsova, O. P.
2012Testing of quark-hadron duality via the Adler D-functionSolovtsova, O. P.; Babanin, D. S.
2017The Efficient Contour of the Inverse Mellin Transformation for the F3 Structure FunctionLashkevich, V. I.; Sidorov, A. V.; Solovtsova, O. P.
2018The Inverse Mellin Transform Method for the Fragmentation Functions Based on the Efficient Approximations for the Contour of the Stationary PhaseSidorov, A. V.; Lashkevich, V. I.; Solovtsova, O. P.
2013The QCD Analysis of xF3 Structure Function Based on the Analytic ApproachSidorov, A. V.; Solovtsova, O. P.