Oleg V. Alekseev

Publications

1. O. Alekseev, Form factors of descendant operators in the Bullough-Dodd model, J. High Energy Phys., 1307, 112 (2013); arXiv:1210.2818, WoS: 000323202900025, Scopus: 2-s2.0-84881453766, ADS: 2013JHEP...07..112A, InSpire: 1190208, RINTs: 24936333, MathSciNet: 3106187, zbMath: 1342.81232.
2. O.V. Alekseev, Form factors in the Bullough-Dodd related models: The Ising model in a magnetic field, Pis’ma v ZhETF, 95 (4), 219-223 (2012) [JETP Lett., 95(4), 201-205 (2012)], WoS: 000303383100007, Scopus: 2-s2.0-84860120238, ADS: 2012JETPL..95..201A, InSpire: 914958, RINTs: 17708887, MathSciNet: 3172194, zbMath: 1284.82013.
3. O.V. Alekseev, Formfaktory v modelyakh, svyazannykh s model’yu Bullou–Dodda, TMF, 173(2), 219-244 (2012) [O.V. Alekseev, Form factors in the Bullough-Dodd-related models: The Ising model in a magnetic field, Theor. Math. Phys., 173(2), 1518-1540 (2012)], WoS: 000312081200004, Scopus: 2-s2.0-84870758060, ADS: 2012TMP...173.1518A, RINTs: 20732545, MathSciNet: 3172194, zbMath: 1284.82013.
4. O. Alekseev, M. Lashkevich, Form factors of descendant operators: A⁽¹⁾_L–1 affine Toda theory, J. High Energy Phys., 1007, 095 (2010) [35 pages]; arXiv:0912.5225, WoS: 000281504500094, Scopus: -?, ADS: 2010JHEP...07..095A, InSpire: 841345, RINTs: -, MathSciNet: 2719961, zbMath: 1290.81051.
5. O.V. Alekseev, M.A. Bershtein, Kol’tso fizicheskikh sostoyanii v M(2,3) minimal’noi liuvillevskoi gravitatsii, TMF, 164(1), 119-140 (2010) [O.V. Alekseev, M.A. Bershtein, The ring of physical states in the M(2, 3) minimal Liouville gravity, Theor. Math. Phys., 164(1), 929-946 (2010)]; arXiv:0906.1377, WoS: 000280650600008, Scopus: 2-s2.0-77955283820, ADS: 2010TMP...164..929A, InSpire: 822449, RINTs: 15334790, zbMath: 1254.81077.