Foreword |
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ix | |
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1 | (30) |
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Interaction radius and interaction strength |
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1 | (3) |
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Symmetries of strong interactions |
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4 | (3) |
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Basic properties of the strong interaction |
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7 | (3) |
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10 | (3) |
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Hadrons as composite objects |
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13 | (4) |
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17 | (6) |
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General properties of S-matrix |
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23 | (8) |
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Analyticity and unitarity |
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31 | (42) |
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Causality and analyticity |
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31 | (4) |
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Singularities of the Born diagrams |
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35 | (3) |
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38 | (8) |
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Singularities of Feynman graphs: Landau rules |
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46 | (15) |
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Beyond perturbation theory: relation to unitarity |
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61 | (2) |
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Checking analytic properties of physical amplitudes |
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63 | (10) |
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73 | (19) |
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How to examine unphysical sheets of the amplitude |
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73 | (2) |
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Partial waves and two-particle unitarity |
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75 | (2) |
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Analytic properties of partial waves and resonances |
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77 | (2) |
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Three-particle unitarity condition |
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79 | (1) |
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80 | (5) |
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A resonance or a particle? |
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85 | (2) |
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Observation of resonances |
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87 | (5) |
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Electromagnetic interaction of hadrons |
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92 | (19) |
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Electron-proton interaction |
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92 | (3) |
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95 | (5) |
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Isotopic structure of electromagnetic interaction |
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100 | (2) |
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Deep inelastic scattering |
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102 | (9) |
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Strong interactions at high energies |
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111 | (26) |
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The role of cross-channels |
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111 | (2) |
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Qualitative picture of elastic scattering |
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113 | (6) |
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Analyticity of elastic amplitude and interaction radius |
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119 | (5) |
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Impact parameter representation |
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124 | (1) |
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Constant interaction radius hypothesis |
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125 | (3) |
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Possibility of a growing interaction radius |
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128 | (9) |
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t-channel unitarity and growing interaction radius |
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137 | (15) |
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Analytic continuation of two-particle unitarity |
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139 | (6) |
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ρo = const, σtot = const contradicts t-channel unitarity |
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145 | (7) |
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Theory of complex angular momenta |
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152 | (21) |
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Sommerfeld-Watson representation |
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153 | (2) |
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155 | (4) |
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Complex l in relativistic theory |
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159 | (6) |
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Analytic properties of partial waves and unitarity |
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165 | (8) |
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173 | (46) |
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Properties of the Regge poles. Factorization |
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174 | (5) |
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Reggeon quantum numbers. The Pomeranchuk pole |
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179 | (7) |
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Properties of the Pomeranchuk pole |
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186 | (5) |
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Structure of the reggeon residue |
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191 | (12) |
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Elastic scatterings of π and N off the nucleon |
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203 | (7) |
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210 | (3) |
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213 | (6) |
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Regge poles in perturbation theory |
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219 | (39) |
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Reggeons, ladder graphs, and multiparticle production |
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219 | (1) |
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Reggeization in g&phis;3 theory |
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220 | (20) |
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Inelastic processes at high energies |
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240 | (18) |
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Regge pole beyond perturbation theory |
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258 | (29) |
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Basic features of multiparticle production |
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259 | (10) |
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Inconsistency of the Regge pole approximation |
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269 | (12) |
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Reggeon branch cuts and their role |
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281 | (6) |
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287 | (24) |
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L = - 1 and restriction on the amplitude falloff with energy |
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288 | (8) |
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Scattering of particles with non-zero spin |
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296 | (5) |
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Multiparticle unitarity and Mandelstam singularities |
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301 | (10) |
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Branchings in the s channel and shadowing |
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311 | (23) |
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Reggeon branchings from the s-channel point of view |
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311 | (3) |
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Calculation of the reggeon-reggeon branching |
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314 | (4) |
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Analytic structure of the particle-reggeon vertex |
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318 | (5) |
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Branchings in quantum mechanics: screening |
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323 | (7) |
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Back to relativistic theory |
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330 | (4) |
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334 | (20) |
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Constructing effective field theory of interacting reggeons |
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334 | (4) |
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Feynman diagrams for reggeon branchings |
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338 | (7) |
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345 | (6) |
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Feynman diagrams and reggeon unitarity conditions |
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351 | (3) |
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354 | (27) |
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Prescriptions for reggeon diagram technique |
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355 | (5) |
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Enhanced diagrams for reggeon propagator |
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360 | (3) |
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σtot const. as an infrared singular point |
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363 | (4) |
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Weak and strong coupling regimes |
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367 | (6) |
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Weak and strong coupling: view from the s channel |
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373 | (8) |
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Particle density fluctuations and RFT |
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381 | (37) |
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Reggeon branchings and AGK cutting rules |
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381 | (9) |
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Absence of branching corrections to inclusive spectrum |
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390 | (3) |
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Two-particle correlations |
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393 | (3) |
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396 | (6) |
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Weak coupling: vanishing pomeron-particle vertices |
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402 | (3) |
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405 | (6) |
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Vanishing of forward inelastic diffraction in RFT |
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411 | (5) |
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All σtot are asymptotically equal? |
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416 | (2) |
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Strong interactions and field theory |
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418 | (52) |
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418 | (4) |
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422 | (12) |
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Deep inelastic scattering |
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434 | (5) |
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439 | (4) |
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Zero charge in QED and elsewhere |
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443 | (4) |
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447 | (7) |
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454 | (13) |
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467 | (3) |
Postscript |
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470 | (3) |
References |
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473 | (2) |
Index |
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475 | |