M. Kotov, “Equationally Noetherian property and close properties”, Southeast Asian Bulletin of Mathematics, 35:3 (2011), 419–429
Yu. S. Dvorzhetskii, M. V. Kotov, “Minimaksnye algebraicheskie sistemy”, Vestnik Omskogo universiteta, 2008, Spetsvypusk “Kombinatornye metody algebry i slozhnost vychislenii”, 130–136
M. V. Kotov, “O topologiziruemosti schetnykh neterovykh po uravneniyam algebr”, Algebra i logika, 52:2 (2013), 155–171; Algebra and Logic, 52:2 (2013), 105–115
Dorzhieva, M. V., Issakhov, A. A., Kalmurzayev, B. S., Kornev, R. A. and Kotov, M. V., “Punctual Dimension of Algebraic Structures in Certain Classes”, Lobachevskii J Math, 42 (2021), 716-725
Kotov, M., Menshov, A. and Ushakov, A., “Attack on Kayawood protocol: uncloaking private keys”, Journal of Mathematical Cryptology, 15:1 (2021), 237-249
3.
Kotov, M., Menshov, A. and Ushakov, A, “An attack on the Walnut digital signature algorithm”, Designs Codes Cryptography, 87 (2019), 2231-2250
Matvei Kotov, Dmitry Panteleev and Alexander Ushakov, “Analysis of secret sharing schemes based on Nielsen transformations”, Groups Complexity Cryptology, 10:1 (2018), 1-8
5.
M. V. Kotov, “Neskolko zamechanii o nëterovosti po uravneniyam”, Vestnik Omskogo universiteta, 2013, no. 2, 24–28
6.
M. V. Kotov, “Topologizability of countable equationally Noetherian algebras”, Algebra and Logic, 52:2 (2013), 105–115
7.
M. V. Kotov, “Neskolko zamechanii o topologii Zarisskogo na algebraicheskikh sistemakh”, Vestn. Omsk. un-ta, 2012, no. 4, 27–32
8.
M. Kotov, “Equationally Noetherian property and close properties”, Southeast Asian Bulletin of Mathematics, 35:3 (2011), 419–429
9.
M. V. Kotov, “Algebraicheskaya geometriya nad nekotorymi topologicheskimi algebrami”, Algebra i teoriya modelei 8, eds. A. G. Pinus i dr., izd. NGTU, Novosibirsk, 2011, 40–47
10.
Yu. S. Dvorzhetskii, M. V. Kotov, “Minimaksnye algebraicheskie sistemy”, Vestnik Omskogo universiteta, 2008, Spetsvypusk “Kombinatornye metody algebry i slozhnost vychislenii”, 130–136
Thesis
11.
M. V. Kotov, Topologiya Zarisskogo na algebraicheskikh sistemakh, Diss. … kand. fiz.-matem. nauk, Omskii filial Instituta matematiki im. S. L. Soboleva SO RAN, Omsk, 2013 , 91 pp.