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Results: 1-8 |
Results: 8
General form of the -commutator on the Grassmann algebra
Authors: Tyutin, IV
Citation: Iv. Tyutin, General form of the -commutator on the Grassmann algebra, THEOR MATH, 128(3), 2001, pp. 1271-1292
General form of the -product on the Grassmann algebra
Authors: Tyutin, IV
Citation: Iv. Tyutin, General form of the -product on the Grassmann algebra, THEOR MATH, 127(2), 2001, pp. 619-631
Existence theorem for split involution constraint algebra
Authors: Batalin, IA Lyakhovich, SL Tyutin, IV
Citation: Ia. Batalin et al., Existence theorem for split involution constraint algebra, INT J MOD P, 15(3), 2000, pp. 307-333
Canonical structure of symmetry transformations in classical mechanics: Degenerate theories
Authors: Borokhov, VA Tyutin, IV
Citation: Va. Borokhov et Iv. Tyutin, Canonical structure of symmetry transformations in classical mechanics: Degenerate theories, PHYS ATOM N, 62(6), 1999, pp. 1070-1082
In memory of Efim Samoilovich Fradkin
Authors: Batalin, IA Vasil'ev, MA Vilkovyskii, GA Ginzburg, VL Gurevich, AV Keldysh, LV Konshtein, SE Ritus, VI Tyutin, IV Fainberg, VY Feinberg, EL Tseitlin, AA
Citation: Ia. Batalin et al., In memory of Efim Samoilovich Fradkin, USP FIZ NAU, 169(11), 1999, pp. 1281-1282
Local variational differential operators in field theory
Authors: Voronov, BL Tyutin, IV Shakhverdiev, SS
Citation: Bl. Voronov et al., Local variational differential operators in field theory, THEOR MATH, 120(2), 1999, pp. 1026-1044
Reparametrization invariance as gauge symmetry
Authors: Fulop, G Gitman, DM Tyutin, IV
Citation: G. Fulop et al., Reparametrization invariance as gauge symmetry, INT J THEOR, 38(7), 1999, pp. 1941-1968
Gauge invariance of (2+1)-dimensional QED
Authors: Tyutin, IV Zeitlin, VY
Citation: Iv. Tyutin et Vy. Zeitlin, Gauge invariance of (2+1)-dimensional QED, PHYS ATOM N, 61(12), 1998, pp. 2165-2174
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