 |
1 |
Abbott, L.F., “The background field method beyond one loop”, Nucl. Phys. B, 185, 189–203,
(1981).
|
 |
2 |
Aharony, O., Gubser, S.S., Maldacena, J.M., Ooguri, H., and Oz, Y., “Large N field theories,
string theory and gravity”, Phys. Rep., 323, 183–386, (2000). [ hep-th/9905111].
|
 |
3 |
Antoniadis, I., Bachas, C.P., and Kounnas, C., “Four-dimensional superstrings”, Nucl. Phys.
B, 289, 87–108, (1987).
|
 |
4 |
Bardeen, W.A., “Self-Dual Yang–Mills Theory, Integrability and Multiparton Amplitudes”,
Prog. Theor. Phys. Suppl., 123, 1–8, (1996).
|
 |
5 |
Batalin, I.A., and Vilkovisky, G.A., “Relativistic S-matrix of dynamical systems with boson
and fermion constraints”, Phys. Lett. B, 69, 309–312, (1977).
|
 |
6 |
Bel, L., “Sur la radiation gravitationelle”, C. R. Acad. Sci., 247, 1094–1096, (1958). and C. R.
Acad. Sci. 248 (1959) 1297.
|
 |
7 |
Berends, F.A., and Gastmans, R., “On the high-energy behavior in quantum gravity”, Nucl.
Phys. B, 88, 99–108, (1975).
|
 |
8 |
Berends, F.A., and Giele, W.T., “The six-gluon process as an example of Weyl-van der Waerden
spinor calculus”, Nucl. Phys. B, 294, 700–732, (1987).
|
 |
9 |
Berends, F.A., and Giele, W.T., “Recursive calculations for processes with n gluons”, Nucl.
Phys. B, 306, 759–808, (1988).
|
 |
10 |
Berends, F.A., Giele, W.T., and Kuijf, H., “On relations between multi-gluon and multigraviton
scattering”, Phys. Lett. B, 211, 91–94, (1988).
|
 |
11 |
Bern, Z., Chalmers, G., Dixon, L.J., and Kosower, D.A., “One loop N gluon amplitudes
with maximal helicity violation via collinear limits”, Phys. Rev. Lett., 72, 2134–2137, (1994).
[ hep-ph/9312333].
|
 |
12 |
Bern, Z., De Freitas, A., and Dixon, L.J., “Two-loop helicity amplitudes for gluon gluon
scattering in QCD and supersymmetric Yang–Mills theory”, J. High Energy Phys., 2002(03),
018, (2002). [ hep-ph/0201161].
|
 |
13 |
Bern, Z., De Freitas, A., Dixon, L.J., and Wong, H.L., “Supersymmetric regularization,
two-loop QCD amplitudes and coupling shifts”, Phys. Rev. D, 66, 085002, 1–25, (2002).
[ hep-ph/0202271].
|
 |
14 |
Bern, Z., De Freitas, A., and Wong, H.L., “Coupling Gravitons to Matter”, Phys. Rev. Lett.,
84, 3531–3534, (2000). [ hep-th/9912033].
|
 |
15 |
Bern, Z., Dixon, L.J., Dunbar, D.C., Julia, B., Perelstein, M., Rozowsky, J.S., Seminara, D.,
and Trigiante, M., “Counterterms in Supergravity”, in Bernard, D., Bonora, L., Corrigan, E.,
Gomez, C., Julia, B., Mussardo, G., and Nahm, W., eds., Non-perturbative Quantum Effects
2000, Proceedings of 4th Annual European TMR Conference on Integrability, Non-perturbative
Effects and Symmetry in Quantum Field Theory, Paris, France, 7 – 13 September 2000, (SISSA,
Trieste, 2000). [ hep-th/0012230]. URL (cited on 27 May 2009):
http://pos.sissa.it/cgi-bin/reader/conf.cgi?confid=6.
|
 |
16 |
Bern, Z., Dixon, L.J., Dunbar, D.C., and Kosower, D.A., “One-loop n-point gauge
theory amplitudes, unitarity and collinear limits”, Nucl. Phys. B, 425, 217–260, (1994).
[ hep-ph/9403226].
|
 |
17 |
Bern, Z., Dixon, L.J., Dunbar, D.C., and Kosower, D.A., “Fusing gauge theory tree amplitudes
into loop amplitudes”, Nucl. Phys. B, 435, 59–101, (1995). [ hep-ph/9409265].
|
 |
18 |
Bern, Z., Dixon, L.J., Dunbar, D.C., and Kosower, D.A., “One-loop self-dual and N = 4 super
Yang–Mills”, Phys. Lett. B, 394, 105–115, (1997). [ hep-th/9611127].
|
 |
19 |
Bern, Z., Dixon, L.J., Dunbar, D.C., Perelstein, M., and Rozowsky, J.S., “On the relationship
between Yang–Mills theory and gravity and its implication for ultraviolet divergences”, Nucl.
Phys. B, 530, 401–456, (1998). [ hep-th/9802162].
|
 |
20 |
Bern, Z., Dixon, L.J., and Kosower, D.A., “Progress in one-loop QCD computations”, Annu.
Rev. Nucl. Part. Sci., 46, 109–148, (1996). [ hep-ph/9602280].
|
 |
21 |
Bern, Z., Dixon, L.J., and Kosower, D.A., “A two-loop four-gluon helicity amplitude in QCD”,
J. High Energy Phys., 2000(01), 027, (2000). [ hep-ph/0001001].
|
 |
22 |
Bern, Z., Dixon, L.J., Perelstein, M., and Rozowsky, J.S., “One-loop n-point helicity amplitudes
in (self-dual) gravity”, Phys. Lett. B, 444, 273–283, (1998). [ hep-th/9809160].
|
 |
23 |
Bern, Z., Dixon, L.J., Perelstein, M., and Rozowsky, J.S., “Multi-leg one-loop gravity
amplitudes from gauge theory”, Nucl. Phys. B, 546, 423–479, (1999). [ hep-th/9811140].
|
 |
24 |
Bern, Z., and Dunbar, D.C., “A mapping between Feynman and string motivated one-loop
rules in gauge theories”, Nucl. Phys. B, 379, 562–601, (1992).
|
 |
25 |
Bern, Z., Dunbar, D.C., and Shimada, T., “String based methods in perturbative gravity”,
Phys. Lett. B, 312, 277–284, (1993). [ hep-th/9307001].
|
 |
26 |
Bern, Z., and Grant, A.K., “Perturbative gravity from QCD amplitudes”, Phys. Lett. B, 457,
23–32, (1999). [ hep-th/9904026].
|
 |
27 |
Bern, Z., and Kosower, D.A., “The computation of loop amplitudes in gauge theories”, Nucl.
Phys. B, 379, 451–461, (1992).
|
 |
28 |
Bern, Z., and Morgan, A.G., “Massive loop amplitudes from unitarity”, Nucl. Phys. B, 467,
479–509, (1996). [ hep-ph/9511336].
|
 |
29 |
Bern, Z., Rozowsky, J.S., and Yan, B., “Two-loop four-gluon amplitudes in N = 4
super-Yang–Mills”, Phys. Lett. B, 401, 273–282, (1997). [ hep-ph/9702424].
|
 |
30 |
Cangemi, D., “Self-dual Yang–Mills theory and one-loop maximally helicity violating
multi-gluon amplitudes”, Nucl. Phys. B, 484, 521–537, (1997). [ hep-th/9605208].
|
 |
31 |
Carlip, S., “Quantum gravity: A progress report”, Rep. Prog. Phys., 64, 885–942, (2001).
[ gr-qc/0108040].
|
 |
32 |
Chalmers, G., “On the finiteness of N = 8 quantum supergravity”, arXiv e-print, (2000).
[ hep-th/0008162].
|
 |
33 |
Chalmers, G., and Siegel, W., “The self-dual sector of QCD amplitudes”, Phys. Rev. D, 54,
7628–7633, (1997). [ hep-th/9606061].
|
 |
34 |
Collins, J.C., Renormalization: An introduction to renormalization, the renormalization group,
and the operator-product expansion, (Cambridge University Press, Cambridge; New York, 1984).
|
 |
35 |
Cutkosky, R.E., “Singularities and discontinuities of Feynman amplitudes”, J. Math. Phys., 1,
429, (1960).
|
 |
36 |
De Causmaecker, P., Gastmans, R., Troost, W., and Wu, T.T., “Helicity amplitudes for
massless QED”, Phys. Lett. B, 105, 215–218, (1981).
|
 |
37 |
Deser, S., “The Immortal Bel Robinson Tensor”, in Martín, J., Ruiz, E., Atrio, F., and
Molina, A., eds., Relativity and Gravitation in General, Proceeding of the Spanish Relativity
Meeting in Honour of the 65th Birthday of Lluís Bel, Salamanca, Spain 22 – 25 September
1998, (World Scientific, Singapore, 1999). [ gr-qc/9901007].
|
 |
38 |
Deser, S., Franklin, J.S., and Seminara, D., “Graviton graviton scattering, Bel–Robinson and
energy”, Class. Quantum Grav., 16, 2815–2821, (1999). [ gr-qc/9905021].
|
 |
39 |
Deser, S., Kay, J.H., and Stelle, K.S., “Renormalizability properties of supergravity”, Phys.
Rev. Lett., 38, 527–530, (1977).
|
 |
40 |
Deser, S., and Seminara, D., “Counterterms/M-theory corrections to D = 11 supergravity”,
Phys. Rev. Lett., 82, 2435–2438, (1999). [ hep-th/9812136].
|
 |
41 |
Deser, S., and Seminara, D., “Tree amplitudes and two-loop counterterms in D = 11
supergravity”, Phys. Rev. D, 62, 084010, 1–8, (2000). [ hep-th/0002241].
|
 |
42 |
Deser, S., Tsao, H.S., and van Nieuwenhuizen, P., “One-loop divergences of the
Einstein–Yang–Mills system”, Phys. Rev. D, 10, 3337–3342, (1974).
|
 |
43 |
Deser, S., and van Nieuwenhuizen, P., “Nonrenormalizability of the quantized Dirac–Einstein
system”, Phys. Rev. D, 10, 411–420, (1974).
|
 |
44 |
DeWitt, B.S., “Quantum Theory of Gravity. II. The Manifestly Covariant Theory”, Phys. Rev.,
162, 1195–1239, (1967).
|
 |
45 |
DeWitt, B.S., “Quantum Theory of Gravity. III. Applications of the Covariant Theory”, Phys.
Rev., 162, 1239–1256, (1967).
|
 |
46 |
DeWitt, B.S., in Isham, C., Penrose, R., and Sciama, D.W., eds., Quantum Gravity 2: A Second
Oxford Symposium, Proceedings of the Second Oxford Symposium on Quantum Gravity, held
in April 1980 in Oxford, (Clarendon; Oxford University Press, Oxford; New York, 1981).
|
 |
47 |
Di Vecchia, P., Magnea, L., Lerda, A., Marotta, R., and Russo, R., “Two-loop scalar diagrams
from string theory”, Phys. Lett. B, 388, 65–76, (1996). [ hep-th/9607141].
|
 |
48 |
Dixon, L.J., “Calculating scattering amplitudes efficiently”, in Soper, D.E., ed., QCD and
Beyond, Proceedings of the Theoretical Advanced Study Institute in Elementary Particle
Physics (TASI ’95), Boulder, Colorado, USA, 4 – 30 June 1995, (World Scientific, Singapore;
River Edge, 1996). [ hep-ph/9601359].
|
 |
49 |
Dixon, L.J., Harvey, J.A., Vafa, C., and Witten, E., “Strings on orbifolds”, Nucl. Phys. B, 261,
678–686, (1985).
|
 |
50 |
Dixon, L.J., Harvey, J.A., Vafa, C., and Witten, E., “Strings on orbifolds. 2”, Nucl. Phys. B,
274, 285–314, (1986).
|
 |
51 |
Donoghue, J.F., “General relativity as an effective field theory: The leading quantum
corrections”, Phys. Rev. D, 50, 3874–3888, (1994). [ DOI], [ gr-qc/9405057].
|
 |
52 |
Duff, M.J., “Self-Duality and Helicity in Supergravity”, in van Nieuwenhuizen, P., and
Freedman, D.Z., eds., Supergravity, Proceedings of the Supergravity Workshop at Stony Brook,
27 – 29 September 1979, (North Holland, Amsterdam; New York, 1979).
|
 |
53 |
Duff, M.J., and Isham, C.J., “Selfduality, helicity, and coherent states in non-abelian gauge
theories”, Nucl. Phys. B, 162, 271–284, (1980).
|
 |
54 |
Dunbar, D.C., Julia, B., Seminara, D., and Trigiante, M., “Counterterms in type I
supergravities”, J. High Energy Phys., 2000(01), 046, (2000). [ hep-th/9911158].
|
 |
55 |
Dunbar, D.C., and Norridge, P.S., “Calculation of graviton scattering amplitudes using
string-based methods”, Nucl. Phys. B, 433, 181–206, (1995). [ hep-th/9408014].
|
 |
56 |
Dunbar, D.C., and Norridge, P.S., “Infinities within graviton scattering amplitudes”, Class.
Quantum Grav., 14, 351–365, (1997). [ hep-th/9512084].
|
 |
57 |
Dunbar, D.C., and Turner, N.W., “Ultra-violet infinities and counterterms in
higher-dimensional Yang–Mills”, Phys. Lett. B, 547, 278–290, (2002). [ hep-th/0203104].
|
 |
58 |
Ellis, R.K., Stirling, W.J., and Webber, B.R., QCD and Collider Physics, Cambridge
Monographs on Particle Physics, Nuclear Physics and Cosmology, vol. 8, (Cambridge
University Press, Cambridge; New York, 1996).
|
 |
59 |
Faddeev, L.D., and Popov, V.N., “Feynman diagrams for the Yang–Mills field”, Phys. Lett. B,
25, 29–30, (1967).
|
 |
60 |
Faddeev, L.D., and Popov, V.N., “Covariant quantization of the gravitational field”, Sov. Phys.
Usp., 16, 777, (1974).
|
 |
61 |
Fradkin, E.S., and Vilkovisky, G.A., “Quantization of relativistic systems with constraints”,
Phys. Lett. B, 55, 224–226, (1975).
|
 |
62 |
Friedan, D., Martinec, E.J., and Shenker, S.H., “Conformal invariance, supersymmetry and
string theory”, Nucl. Phys. B, 271, 93, (1986).
|
 |
63 |
Frizzo, A., Magnea, L., and Russo, R., “Scalar field theory limits of bosonic string amplitudes”,
Nucl. Phys. B, 579, 379–410, (2000). [ hep-th/9912183].
|
 |
64 |
Gasser, J., and Leutwyler, H., “Chiral perturbation theory: expansions in the mass of the
strange quark”, Nucl. Phys. B, 250, 465–516, (1985).
|
 |
65 |
Gervais, J.L., and Neveu, A., “Feynman rules for massive gauge fields with dual diagram
topology”, Nucl. Phys. B, 46, 381–401, (1972).
|
 |
66 |
Goroff, M.H., and Sagnotti, A., “The ultraviolet behavior of Einstein gravity”, Nucl. Phys. B,
266, 709–736, (1986).
|
 |
67 |
Green, M.B., Gutperle, M., and Vanhove, P., “One loop in eleven dimensions”, Phys. Lett. B,
409, 177–184, (1997). [ hep-th/9706175].
|
 |
68 |
Green, M.B., Kwon, H.-h., and Vanhove, P., “Two loops in eleven dimensions”, Phys. Rev. D,
61, 104010, 1–19, (2000). [ hep-th/9910055].
|
 |
69 |
Green, M.B., Schwarz, J.H., and Brink, L., “N = 4 Yang–Mills and N = 8 supergravity as
limits of string theories”, Nucl. Phys. B, 198, 474–492, (1982).
|
 |
70 |
Green, M.B., Schwarz, J.H., and Witten, E., Superstring Theory, Cambridge Monographs on
Mathematical Physics, (Cambridge University Press, Cambridge, New York, 1987).
|
 |
71 |
Grisaru, M.T., “Two loop renormalizability of supergravity”, Phys. Lett. B, 66, 75–76, (1977).
|
 |
72 |
Grisaru, M.T., and Pendleton, H.N., “Some properties of scattering amplitudes in
supersymmetric theories”, Nucl. Phys. B, 124, 81–92, (1977).
|
 |
73 |
Grisaru, M.T., Pendleton, H.N., and van Nieuwenhuizen, P., “Supergravity and the S matrix”,
Phys. Rev. D, 15, 996–1006, (1977).
|
 |
74 |
Grisaru, M.T., and Siegel, W., “Supergraphity. (II.) Manifestly covariant rules and higher-loop
finiteness”, Nucl. Phys. B, 201, 292–314, (1982). Erratum: Nucl. Phys. B 206 (1982) 496.
|
 |
75 |
Grisaru, M.T., van Nieuwenhuizen, P., and Vermaseren, J.A., “One loop renormalizability of
pure supergravity and of Maxwell–Einstein theory in extended supergravity”, Phys. Rev. Lett.,
37, 1662–1666, (1976).
|
 |
76 |
Gross, D.J., Harvey, J.A., Martinec, E.J., and Rohm, R., “Heterotic string theory. 1. The free
heterotic string”, Nucl. Phys. B, 256, 253–284, (1985).
|
 |
77 |
Gross, D.J., Harvey, J.A., Martinec, E.J., and Rohm, R., “Heterotic string theory. 2. The
interacting heterotic string”, Nucl. Phys. B, 267, 75–124, (1986).
|
 |
78 |
Gross, D.J., and Witten, E., “Superstring modifications of Einstein’s equations”, Nucl. Phys.
B, 277, 1–10, (1986).
|
 |
79 |
Hehl, F.W., McCrea, J.D., Mielke, E.W., and Neeman, Y., “Metric Affine Gauge Theory
Of Gravity: Field Equations, Noether Identities, World Spinors, And Breaking Of Dilation
Invariance”, Phys. Rep., 258, 1–171, (1995). [ gr-qc/9402012].
|
 |
80 |
Henneaux, M., “Hamiltonian form of the path integral for theories with a gauge freedom”,
Phys. Rep., 126, 1–66, (1985).
|
 |
81 |
Howe, P.S., and Stelle, K.S., “The ultraviolet properties of supersymmetric field theories”, Int.
J. Mod. Phys. A, 4, 1871–1912, (1989).
|
 |
82 |
Howe, P.S., Stelle, K.S., and Townsend, P.K., “Superactions”, Nucl. Phys. B, 191, 445–464,
(1981).
|
 |
83 |
Ivanenko, D., and Sardanashvily, G., “The Gauge Treatment Of Gravity”, Phys. Rep., 94,
1–45, (1983).
|
 |
84 |
Kallosh, R.E., “Counterterms in extended supergravities”, Phys. Lett. B, 99, 122–127, (1981).
|
 |
85 |
Kaplan, D.B., “Effective Field Theories”, arXiv e-print, (1995). [ nucl-th/9506035]. Lectures at
the 7th summer school in nuclear physics symmetries in Seattle, WA, June 18 – 30, 1995.
|
 |
86 |
Kawai, H., Lewellen, D.C., and Tye, S.H., “A relation between tree amplitudes of closed and
open strings”, Nucl. Phys. B, 269, 1–23, (1986).
|
 |
87 |
Kawai, H., Lewellen, D.C., and Tye, S.H., “Construction of fermionic string models in
four-dimensions”, Nucl. Phys. B, 288, 1–76, (1987).
|
 |
88 |
Kleiss, R., and Stirling, W.J., “Spinor techniques for calculating proton anti-proton to W or Z
plus jets”, Nucl. Phys. B, 262, 235, (1985).
|
 |
89 |
Koba, Z., and Nielsen, H.B., “Manifestly crossing invariant parametrization of N meson
amplitude”, Nucl. Phys. B, 12, 517, (1969).
|
 |
90 |
Kosower, D.A., “Light-cone recurrence relations for QCD amplitudes”, Nucl. Phys. B, 335,
23–44, (1990).
|
 |
91 |
Kosower, D.A., Lee, B.H., and Nair, V.P., “Multi gluon scattering: a string based calculation”,
Phys. Lett. B, 201, 85–89, (1988).
|
 |
92 |
Landau, L.D., “On analytic properties of vertex parts in quantum field theory”, Nucl. Phys.,
13, 181–192, (1959).
|
 |
93 |
Leznov, A.N., “On equivalence of four-dimensional selfduality equations to continual analog of
the main chiral field problem”, Theor. Math. Phys., 73, 1233–1237, (1988). Teor. Mat. Fiz. 73
(1988) 302.
|
 |
94 |
Leznov, A.N., and Mukhtarov, M.A., “Deformation of algebras and solution of selfduality
equation”, J. Math. Phys., 28, 2574–2578, (1987).
|
 |
95 |
Maldacena, J.M., “The large N limit of superconformal field theories and supergravity”, Adv.
Theor. Math. Phys., 2, 231–252, (1998). [ hep-th/9711200]. also in: Int. J. Theor. Phys. 38 (1999)
1113–1133.
|
 |
96 |
Mandelstam, S., “Determination of the Pion-Nucleon Scattering Amplitude from Dispersion
Relations and Unitarity. General Theory”, Phys. Rev., 112, 1344–1360, (1958).
|
 |
97 |
Mandelstam, S., “Analytic Properties of Transition Amplitudes in Perturbation Theory”, Phys.
Rev., 115, 1741–1751, (1959).
|
 |
98 |
Mandelstam, S., “Light-cone superspace and the ultraviolet finiteness of the N = 4 model”,
Nucl. Phys. B, 213, 149–168, (1983).
|
 |
99 |
Mangano, M.L., and Parke, S.J., “Multiparton amplitudes in gauge theories”, Phys. Rep., 200,
301–367, (1991).
|
 |
100 |
Mangano, M.L., Parke, S.J., and Xu, Z., “Duality and multi-gluon scattering”, Nucl. Phys. B,
298, 653–672, (1988).
|
 |
101 |
Manohar, A.V., “Effective field theories”, arXiv e-print, (1996). [ hep-ph/9606222]. 1996
Schladming Lectures: Perturbative and nonperturbative aspects of quantum field theory in
Schladming, Austria, March 2 – 9, 1996.
|
 |
102 |
Narain, K.S., “New heterotic string theories in uncompactified dimensions less than 10”, Phys.
Lett. B, 169, 41–46, (1986).
|
 |
103 |
Narain, K.S., Sarmadi, M.H., and Witten, E., “A note on toroidal compactification of heterotic
string theory”, Nucl. Phys. B, 279, 369, (1987).
|
 |
104 |
Parke, S.J., and Taylor, T.R., “Perturbative QCD utilizing extended supersymmetry”, Phys.
Lett. B, 157, 81–84, (1985). Erratum: Phys. Lett. B 174 (1985) 465.
|
 |
105 |
Parke, S.J., and Taylor, T.R., “Amplitude for n-Gluon Scattering”, Phys. Rev. Lett., 56,
2459–2460, (1986).
|
 |
106 |
Paton, J.E., and Chan, H.M., “Generalized Veneziano model with isospin”, Nucl. Phys. B, 10,
516, (1969).
|
 |
107 |
Peskin, M.E., and Schroeder, D.V., An Introduction to Quantum Field Theory, (Westview
Press, Boulder, 1995).
|
 |
108 |
Plebanski, J.F., “Some solutions of complex Einstein equations”, J. Math. Phys., 16, 2395,
(1975).
|
 |
109 |
Plebanski, J.F., and Przanowski, M., “The Lagrangian of a self-dual gravitational field as a
limit of the SDYM lagrangian”, Phys. Lett. A, 212, 22–28, (1996). [ hep-th/9605233].
|
 |
110 |
Polchinski, J., String Theory. Vol. 1: An introduction to the bosonic string, Cambridge
Monographs on Mathematical Physics, (Cambridge University Press, Cambridge; New York,
1998).
|
 |
111 |
Polchinski, J., String Theory. Vol. 2: Superstring theory and beyond, Cambridge Monographs
on Mathematical Physics, (Cambridge University Press, Cambridge; New York, 1998).
|
 |
112 |
Roland, K., “Multiloop gluon amplitudes in pure gauge theories”, Phys. Lett. B, 289, 148–152,
(1992).
|
 |
113 |
Roland, K., and Sato, H.T., “Multiloop world-line Green functions from string theory”, Nucl.
Phys. B, 480, 99–124, (1996). [ hep-th/9604152].
|
 |
114 |
Roland, K., and Sato, H.T., “Multiloop Ï•3 amplitudes from bosonic string theory”, Nucl. Phys.
B, 515, 488–508, (1998). [ hep-th/9709019].
|
 |
115 |
Rozowsky, J.S., “Feynman diagrams and cutting rules”, arXiv e-print, (1997). [ hep-ph/9709423].
|
 |
116 |
Russo, J.G., and Tseytlin, A.A., “One-loop four-graviton amplitude in eleven-dimensional
supergravity”, Nucl. Phys. B, 508, 245–259, (1997). [ hep-th/9707134].
|
 |
117 |
Sannan, S., “Gravity as the limit of the type II superstring theory”, Phys. Rev. D, 34,
1749–1758, (1986).
|
 |
118 |
Scherk, J., and Schwarz, J.H., “Dual Model Approach to a Renormalizable Theory of
Gravitation”, in Schwarz, J.H., ed., Superstrings: The first 15 years of superstring theory, vol. 1,
pp. 218–222, (World Scientific, Singapore; Philadelphia, 1985).
|
 |
119 |
Schmidt, M.G., and Schubert, C., “Multiloop calculations in the string inspired formalism: The
single spinor loop in QED”, Phys. Rev. D, 53, 2150–2159, (1996). [ hep-th/9410100].
|
 |
120 |
Schubert, C., “Perturbative quantum field theory in the string-inspired formalism”, Phys. Rep.,
355, 73–234, (2001). [ hep-th/0101036].
|
 |
121 |
Selivanov, K.G., “Gravitationally dressed Parke-Taylor amplitudes”, Mod. Phys. Lett. A, 12,
3087–3090, (1997). [ hep-th/9711111].
|
 |
122 |
Siegel, W., “Supersymmetric dimensional regularization via dimensional reduction”, Phys. Lett.
B, 84, 193–196, (1979).
|
 |
123 |
Siegel, W., “Superspace duality in low-energy superstrings”, Phys. Rev. D, 48, 2826–2837,
(1993). [ hep-th/9305073].
|
 |
124 |
Siegel, W., “Two vierbein formalism for string inspired axionic gravity”, Phys. Rev. D, 47,
5453–5459, (1993). [ hep-th/9302036].
|
 |
125 |
Siegel, W., “Manifest Duality in Low-Energy Superstrings”, in Halpern, M.B., Sevrin, A., and
Rivlis, G., eds., Strings ’93, Proceedings of the conference, May 24 – 29, 1993, Berkeley, USA,
(World Scientific, Singapore; River Edge, 1995). [ hep-th/9308133].
|
 |
126 |
Singleton, D., “General relativistic analog solutions for Yang–Mills theory”, Theor. Math.
Phys., 117, 1351–1363, (1998). [ hep-th/9904125].
|
 |
127 |
Smirnov, V.A., “Analytical result for dimensionally regularized massless on-shell double box”,
Phys. Lett. B, 460, 397–404, (1999). [ hep-ph/9905323].
|
 |
128 |
Stelle, K.S., “Extended Supercurrents and the Ultraviolet Finiteness of N = 4 Supersymmetric
Yang–Mills Theory”, in Duff, M.J., and Isham, C.J., eds., Quantum structure of space and
time, Proceedings of the Nuffield Workshop, Imperial College, London, 3 – 21 August, 1981, pp.
337–361, (Cambridge University Press, Cambridge; New York, 1982).
|
 |
129 |
Stelle, K.S., “Revisiting supergravity and super Yang–Mills renormalization”, in Lukierski,
J., and Rembielinski, J., eds., New Developments in Fundamental Interaction Theories,
Proceedings of the 37th Karpacz Winterschool of Theoretical Physics, Karpacz, Poland, 6 – 15
February, 2001, AIP Conference Proceedings, vol. 589, pp. 108–117, (American Institute of
Physics, Melville, 2001). [ hep-th/0203015].
|
 |
130 |
’t Hooft, G., in Jancewicz, B., ed., Functional and Probabilistic Methods in Quantum Field
Theory, Vol. 1, XII-th Winter School of Theoretical Physics in Karpacz, February 17 – March
2, 1975, Acta Universitatis Wratislavensis, vol. 368, (Wydaw. Uniw. Wroclawskiego, Wroclaw,
Poland, 1976).
|
 |
131 |
’t Hooft, G., and Veltman, M.J.G., “Regularization and renormalization of gauge fields”, Nucl.
Phys. B, 44, 189–213, (1972).
|
 |
132 |
’t Hooft, G., and Veltman, M.J.G., “One loop divergencies in the theory of gravitation”, Ann.
Inst. Henri Poincare A, 20, 69–94, (1974).
|
 |
133 |
Tausk, J.B., “Non-planar massless two-loop Feynman diagrams with four on-shell legs”, Phys.
Lett. B, 469, 225–234, (1999). [ hep-ph/9909506].
|
 |
134 |
Tomboulis, E., “On the two loop divergences of supersymmetric gravitation”, Phys. Lett. B,
67, 417–420, (1977).
|
 |
135 |
Utiyama, R., “Invariant theoretical interpretation of interactions”, Phys. Rev., 101, 1597–1607,
(1956).
|
 |
136 |
van de Ven, A.E.M., “Two loop quantum gravity”, Nucl. Phys. B, 378, 309–366, (1992).
|
 |
137 |
van Neerven, W.L., “Dimensional regularization of mass and infrared singularities in two-loop
on-shell vertex functions”, Nucl. Phys. B, 268, 453–488, (1986).
|
 |
138 |
Veltman, M.J.G., “Quantum theory of Gravitation”, in Balian, R., and Zinn-Justin, J., eds.,
Methods in Field Theory (Méthodes en théorie des champs), Proceedings of the Les Houches
Summer School, Session XXVIII, 28 July – 6 September 1975, pp. 265–327, (North-Holland;
American Elsevier, Amsterdam; New York, 1976).
|
 |
139 |
Weinberg, S., “Infrared Photons and Gravitons”, Phys. Rev., 140(2), B516–B524, (1965).
|
 |
140 |
Weinberg, S., “Phenomenological Lagrangians”, Physica A, 96, 327–340, (1979).
|
 |
141 |
Weinberg, S., The Quantum Theory of Fields, 3 Vols., (Cambridge University Press,
Cambridge; New York, 1995).
|
 |
142 |
Xu, Z., Zhang, D.H., and Chang, L., “Helicity amplitudes for multiple bremsstrahlung in
massless nonabelian gauge theories”, Nucl. Phys. B, 291, 392–428, (1987).
|
 |
143 |
Yang, C.N., “Condition of Self-Duality for SU(2) Gauge Fields on Euclidean Four-Dimensional
Space”, Phys. Rev. Lett., 38, 1377–1379, (1977).
|
 |
144 |
Yoneya, T., “Connection of dual models to electrodynamics and gravidynamics”, Prog. Theor.
Phys., 51, 1907–1920, (1974).
|