Теория суперструн. Том 1 - Грин М.
Скачать (прямая ссылка):
in string theory", Phys. Lett. 177B, 35.
252. Hlousek, Z. and Yamagishi, K. (1986), "An approach to BRST
formulation of Kac-Moody algebra", Phys. Lett. 173B, 65.
253. Honerkamp, J. (1972), "Chiral multi-loops", Nucl. Phys. B36, 130.
254. Hori, T. and Kamimura, K. (1985), "Canonical formulation of
superstring", Prog. Theor. Phys. 73, 476.
255. Hosotani, Y. (1985), "Hamilton - Jacobi formalism and wave
equations for strings", Phys. Rev. Lett. 55, 1719.
256. Howe, P. S. (1977), "Superspace and the spinning string", Phys.
Lett. 70B, 453.
257. Howe, P. S. (1979), "Super Weyl transformations in two dimensions",
I. Phys. A12, 393.
258. Hsue, C. S., Sakita, B. and Virasoro, M. A. (1970), "Formulation of
dual theory in terms of functional integrations", Phys. Rev. D2, 2857.
259. Hull, С. M. and Witten, E. (1985), "Supersymmetric sigma models and
the heterotic string", Phys. Lett. 160B, 398.
260. Hull, С. M. (1986), "Sigma model beta-functions and string
compactifica-tions", Nucl. Phys. B267, 266.
261. Hwang, S. (1983), "Covariant- quantization of the string in
dimensions D ^ 26 using a Becchi - Rouet - Stora formulation", Phys. Rev.
D28, 2614.
262. Hwang, S. and Marnelius, R. (1986), "Modified strings in terms of
zwei-bein fields", Nucl. Phys. B271, 369.
263. Hwang, S. and Marnelius, R. (1986), "The bosonic string in non-
confor-mal gauges", Nucl. Phys. B272, 389.
Литература
503
264. Igi, К. and Matsuda, S. (1967), "New sum rules and singularities in
the complex J plane", Phys. Rev. Lett. 18, 625.
265. Igi, K. and Matsuda, S. (1967), "Some consequences from
superconvergence for nN scattering", Phys. Rev. 163, 1622.
266. Iwasaki, Y. and Kikkawa, K. (1973), "Quantization of a string of
spinning material - Hamiltonian and Lagrangian formulations", Phys. Rev.
D8, 440.
267. Jacob, M. editor. (1974), "Dual theory", Physics Reports Reprint
Volume /, (North-Holland, Amsterdam).
268. Jain, S., Shankar, R. and Wadia, S. (1985), "Conformal invariance
and string theory in compact space: bosons", Phys. Rev. D32, 2713.
269. Jain, S., Mandal, G. and Wadia, S. R. (1987), "Virasoro conditions,
vertex operators, and string dynamics in curved space", Phys. Rev. D35,
778.
270. Jevicki, A. (1986), "Covariant string theory Feynman amplitudes",
Phys. Lett. 169B, 359.
271. Jimenez, F., Ramirez Mittelbrunn, J. and Sierra, G. (1986),
"Causality on the world-sheet of the string", Phys. Lett. 167B, 178.
272. Jordan, P. (1947), "Erweiterung der projektiven
Relativitatstheorie", Ann. der Phys. 1, 219.
273. Julia, B. (1985), "Supergeometry and Kac - Moody algebras", in
Vertex Operators in Mathematics and Physics, Proceedings of a Conference,
November 10-17, 1983, eds. J. Lepowsky, S. Mandelstam, I. M. Singer
(Springer-Verlag, New York), p. 393.
274. Кац В. Г. (1967). Простые градуированные алгебры Ли конечного
роста.- Функц. анал. и его прилож., т. 1, с. 82.
275. Кац В. Г. (1967). Классификация простых супералгебр Ли. - Функц.
анал. и его прилож., т. 9, с. 263.
276. Kac, V. G. (1983) Infinite Dimensional Lie Algebras (Birkhauser,
Boston).
277. Kac, V. G. and Todorov, I. T. (1985), "Superconformal current
algebras and their unitary representations", Commun. Math. Phys. 102,
337; Erratum, Commun. Math. Phys. 104, 175.
278. Kallosh, R. (1986), "World-sheet symmetries of the heterotic string
in (10 + 496) + 16-dimensional superspace", Phys. Lett. 176B, 50.
279. Kaluza, Th. (1921), "On the problem of unity in physics", Sitz.
Preuss. Akad. Wiss. Kl, 966.
280. Кантор И. Л. (1968). Бесконечномерные простые градуированные
алгебры Ли. - Докл. АН СССР, т. 197, с. 534.
281. Karlhede, A. and Lindstrom, U. (1986), "The classical bosonic
string in the zero tension limit", Class. Quant. Grav. 3, L73.
282. Kato, M. and Ogawa, K. (1983), "Covariant quantization of string
based on BRS invariance", Nucl. Phys. B212, 443.
283. Kato, M. and Matsuda, S. (1986), "Construction of singular vertex
operators as degenerate primary conformal fields", Phys. Lett. 172B, 216.
284. Kawai, H., Lewellen, D. C. and Tye, S.-H. H. (1986), "А relation
between tree amplitudes of closed and open strings", Nucl. Phys.
B269, 1.
285. Kawai, T. (1986), "Remarks on a class of BRST operators",
Phys. Lett.
168B, 355.
286. Klein, O. (1926), "Quantentheorie und funfdimensionale
Relativitatsthe-
orie", Z. Phys. 37, 895.
287. Klein, O. (1955), "Generalizations of Einstein's theory
of gravitation
considered from the point of view of quantum field theory", Helv. Phys.
Acta Suppl. IV (1956) 58.
288. Knizhnik, V. G. and Zamolodchikov, A. B. (1984), "Current algebra
and Wess - Zumino model in two dimensions", Nucl. Phys. B247, 83.
289. Knizhnik, V. G. (1985), "Covenant fermionic vertex in
superstrings", Phys. Lett. 160B, 403.
604
Литература
290. Koba, Z. and Nielsen, H. B. (1969), "Reaction amplitude for n-
mesons, a generalization of the Veneziano - Bardak^i •- Ruegg - Virasoro
