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The 't Hooft-Polyakov monopole in the geometric theory of defects
Katanaev M.O.
© 2020 World Scientific Publishing Company. The 't Hooft-Polyakov monopole solution in Yang
Spin distribution for the ’t hooft–polyakov monopole in the geometric theory of defects
Katanaev M.O.
Recently the ’t Hooft–Polyakov monopole solutions in Yang–Mills theory were given new physical
Hand prostheses
Polyakov, V. D., Kazhdan, I. K.
Competence based approach in the higher education system
Polyakov A., Abbasov H.
Anode overvoltages on the industrial carbon blocks
Peter, Polyakov, Andrey, Yasinskiy, Andrey, Polyakov, Andrey, Zavadyak, Yuri, Mikhalev, Iliya, Puzanov
Network Slice Degradation Probability as a Metric for Defining Slice Performance Isolation
Polyakov N., Samouylov K., Yarkina N., Koucheryavy Y.
Transfer Processes in the Bath of High Amperage Aluminium Reduction Cell
Andrey, Zavadyak, Peter, Polyakov, Andrey, Yasinskiy, Iliya, Puzanov, Yuri, Mikhalev, Sergey, Shakhrai, Nikita, Sharypov, Olga, Yushkova, Andrey, Polyakov
Investigation of neural system possibilities in recognition of melanoma
Kobelev S., Nikitaev V., Pronichev A., Polyakov E., Tamrazova O., Sergeev V.
Uniform Spectral Asymptotics for a Schrödinger Operator on a Segment with Delta-Interaction
Borisov D.I., Polyakov D.M.
On the solvability of an alpha model of the motion of a fluid with memory
Zvyagin A.V., Zvyagin V.G., Polyakov D.M., Biler Piotr

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