Научная литература
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Теория суперструн. Том 1 - Грин М.

Грин М., Шварц Дж., Виттен Э. Теория суперструн. Том 1 — М.: Мир, 1990. — 518 c.
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нашли Грин, Шварц и Бринк [227]. Эта техника была применена к вычислению
древесных амплитуд в гетеротической струне Гроссом, Харви, Мартинеком и
Ромом [239].
Литература
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4. Ademollo, М., D'Adda, A., D'Auria, R., Napolitano, E., Sciuto, S.,
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Sciuto, S., Del Giudice, E., Di Vecchia, P., Ferrara, S., Gliozzi, F.,
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colour and flavour symmetries", Nucl. Phys. B114, 297.
7. Ademollo, М., Brink, L., D'Adda, A., D'Auria, R., Napolitano, E.,
Sciuto, S., Del Giudice, E., Di Vecchia, P., Ferrara, S., Gliozzi, F.,
Musto, R., and Pettorino, R. (1976), "Supersymetric strings and color
confinement", Phys. Lett. 62B, 105.
8. Affleck, Ian. (1985), "Critical behavior of two-dimensional systems
with continuous symmetries", Phys. Rev. Lett. 55, 1355.
9. Aharonov, Y., Casher, A. and Susskind, L. (1971), "Dual-parton
model for mesons and baryons", Phys. Lett. 35B, 512.
10. Aharonov, Y., Casher, A. and Susskind, L. (1972), "Spin-1/2 partons
in a dual model of hadrons", Phys. Rev. D5, 988.
11. Alessandrini, V., Amati, D., Le Bellac, M. and Olive, D. (1970),
"Duality and gauge properties of twisted propagators in multi-Veneziano
theory", Phys. Lett. 32B, 285.
12. Alessandrini, V., Amati, D., Le Bellac, M. and Olive, D. (1971),
"The operator approach to dual multiparticle theory", Phys. Reports Cl,
269.
13. Altschiiler, D. and Nilles, H. P. (1985), "String models with lower
critical dimension, compactification and nonabelian symmetries,", Phys.
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135.
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B269, 596.
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Fluctuations, topology and quantum geometry", Nucl. Phys. B216, 125.
Литература
-493
16. Alvarez, О. (1986), "Differential geometry in string models", in
Workshop on Unified String Theories, 29 July-16 August, 1985, eds. M.
Green and D. Gross (World Scientific, Singapore), p. 103.
17. Alvarez-Gaume, L. and Freedman, D. Z. (1980), "Kahler geometry and
the renormalization of supersymmetric 0-models", Phys. Rev. D22, 846.
18. Alvarez-Gaume, L. and Freedman, D. Z. (1980), "Geometrical
stiucture and ultraviolet finiteness in the supersymmetric o-model",
Commun. Math. Phys. 80, 443.
19. Alvarez-Gaume, L., Freedman, D. Z. and Mukhi, S. (1981),
"The background field method and the ultraviolet structure of
the supersymmetric
nonlinear ст-model", Ann. Phys. 134, 85.
20. Alvarez-Gaume, L. and Witten, E. (1983), "Gravitational
anomalies",
Nucl. Phys. B234, 269.
21. Amati, D., Le Bellac, M. and Olive, D. (1970), "The twisting
operator in multi-Veneziano theory", Nuovo Cim. 66A, 831.
22. Ambjorn, J., Durhuus, B. Frohlich, J. and Orland, P. (1986), "The
appearance of critical dimensions in regulated string theories", Nucl.
Phys. B270 TFS161, 457.
23. Antoniadis, I., Bachas, C., Kounnas, C. and Windey, P. (1986),
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51.
24. Aoyama, H., Dhar. A. and Namazie, M. A. (1986), "Covariant
amplitudes in Polyakov string theory", Nucl. Phys. B267, 605.
25. Appelquist, Т., Chodos, A. and Freund, P., (1987), Modern Kaluza-
Klein Theory and Applications (Benjamin/Cummings).
26. Ardalan, F. and Mansouri, F. (1986), "Interacting parastrings;
Phys. Rev. Lett. 56, 2456.
27. Atick, J. J., Dhar, A. and Ratra, B. (1986), "Superstring
propagation in curved superspace in the presence of background super Yang
-Mills fields", Phys. Lett. 169B, 54.
28. Atick, J. J., Dhar, A. and Ratra, B. (1986), "Superspace
formulation of ten dimensional supergravity coupled to N = \ super-Yang-
Mills theory", Phys. Rev. D33, 2824.
29. Balazs, L. P. (1986), "Could there be a Planck-scale unitary
bootstrap underlying the superstring?", Phys. Rev. Lett. 56, 1759.
30. Banks, Т., Horn, D. and Neuberger, H. (1976), "Bosonization of the
SU(N) Thirring models", Nucl. Phys. B108, 119.
31. Bardakfi, K. and Ruegg, H. (1968), "Reggeized resonance model for
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