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Literatur
L. Bertocchi:Proc. of the Heidelberg International Conference on Elementary Particles (Amsterdam, 1967).
Such an approach was proposed independently byM. Ademollo, H. R. Rubinstein, G. Veneziano andM. A. Virasoro:Phys. Rev. Lett.,19, 1402 (1967) andPhys. Lett.,27, B 99 (1968), and byS. Mandelstam:Phys. Rev.,166, 1539 (1968). Further developments and a number of references to related works can be found in ref. (3).M. Ademollo, H. R. Rubinstein, G. Veneziano, andM. A. Virasoro: Weizmann Institute preprint (1968), submitted toPhys. Rev.
M. Ademollo, H. R. Rubinstein, G. Veneziano, andM. A. Virasoro: Weizmann Institute preprint (1968), submitted toPhys. Rev.
For superconvergence we mean both the original sum rules proposed byV. de Alfaro, S. Fubini, G. Furlan andC. Rossetti:Phys. Lett.,21, 576 (1966), and the more recent generalized superconvergence (finite-energy) sum rules (see ref. (3)M. Ademollo, H. R. Rubinstein, G. Veneziano andM. A. Virasoro: Weizmann Institute preprint (1968), submitted toPhys. Rev. for detailed references). A unified treatment of all superconvergence sum rules has been given byS. Fubini:Nuovo Cimento,52 A, 224 (1967).
H. R. Rubinstein, A. Schwimmer, G. Veneziano andM. A. Virasoro: Weizmann Institute preprint (1968), submitted toPhys. Rev. Lett.; see also ref. (3)M. Ademollo, H. R. Rubinstein, G. Veneziano andM. A. Virasoro: Weizmann Institute preprint (1968), submitted toPhys. Rev.
G. Cosenza, A. Sciarrino andM. Toller: University of Rome preprint no. 158 and Trieste preprint.
C. Schmid:Phys. Rev. Lett.,20, 689 (1968).
H. Harari:Phys. Rev. Lett.,20, 1395 (1968).
G. Cocconi, V. T. Cocconi, A. D. Krisch, J. Orear, R. Rubinstein, D. B. Searl, B. T. Ulrich, W. F. Baker, E. W. Jenkins andA. L. Read:Phys. Rev.,138, B 165 (1965). Having linearly rising trajectories we are also consistent with the Cerulus-Martin bound. SeeC. B. Chiu andC. I. Tan:Phys. Rev.,162, 1701 (1967).
L. Bertocchi:Proc. of the Heidelberg International Conference on Elementary Particles (Amsterdam, 1967)).M. Toller: private communication)
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Address after 1 September 1968: Department of Physics, M.I.T., Cambridge, Mass.
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Veneziano, G. Construction of a crossing-simmetric, Regge-behaved amplitude for linearly rising trajectories. Nuovo Cimento A (1965-1970) 57, 190–197 (1968). https://doi.org/10.1007/BF02824451
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DOI: https://doi.org/10.1007/BF02824451