Contents -- Preface -- Introduction -- Chapter 1 Chaotic quantization of field theories -- 1.1 Stochastic quantization -- 1.2 Dynamical generation of the noise -- 1.3 The free Klein-Gordon field with chaotic noise -- 1.4 * Chaotic quantization in momentum space -- 1.5 * Gauge fields with chaotic noise -- 1.6 Distinguished properties of Tchebyscheff maps -- 1.7 * Graph theoretical method -- 1.8 * Perturbative approach -- Chapter 2 Chaotic strings -- 2.1 Motivation for chaotic strings -- 2.2 Anti-integrable limit of a continuum oN+1-theory -- 2.3 Possible generalizations -- 2.4 Yet another way to derive the chaotic string -- 2.5 Symmetry properties -- 2.6 Stability properties -- 2.7 Fixed points -- 2.8 * Spatio-temporal patterns -- Chapter 3 Vacuum energy of chaotic strings -- 3.1 Self energy of the N = 3 string -- 3.2 Self energy of the N = 2 string -- 3.3 Self energy for general N -- 3.4 Interaction energy of chaotic strings -- 3.5 * Double strings -- 3.6 * Rotating strings -- Chapter 4 Phase transitions and spontaneous symmetry breaking -- 4.1 Some general remarks on phase transitions -- 4.2 Vacuum expectation on 1-dimensional lattices -- 4.3 * Real scalar field on d-dimensional lattices -- 4.4 * Complex scalar field with U(1) symmetry -- 4.5 * Chaotic Higgs field with SU(2) symmetry -- Chapter 5 Stochastic interpretation of the uncertainty relation -- 5.1 Fluctuations of momenta and positions -- 5.2 Newton's law and self interaction -- 5.3 Coulomb forces and Laplacian coupling -- 5.4 Duality of interpretations -- 5.5 Feynman webs -- 5.6 Physical interpretation of discrete string symmetries -- 5.7 Fluctuations of the metric and a 1+1 dimensional model of quantum gravity -- Chapter 6 Generalized statistical mechanics approach -- 6.1 Heat bath of the vacuum -- 6.2 * States of maximum information.

6.3 * States of minimum correlation -- 6.4 Nonextensive statistical mechanics -- 6.5 Energy dependence of the entropic index q -- 6.6 Fluctuations of temperature -- 6.7 Klein-Gordon field with fluctuating momenta -- Chapter 7 Interaction energy of chaotic strings -- 7.1 Analogue of the Einstein field equations -- 7.2 The 3A string-electric interaction strengths of electrons and d-quarks -- 7.3 The 3B string -weak interaction strengths of neutrinos and u-quarks -- 7.4 High-precision prediction of the electroweak parameters -- 7.5 The 2A string -strong interaction strength at the W-mass scale -- 7.6 The 2B string -the lightest scalar glueball -- 7.7 The 2A - and 2B - strings - towards a Higgs mass prediction -- 7.8 Gravitational interaction -- Chapter 8 Self energy of chaotic strings -- 8.1 Self interacting scalar field equations -- 8.2 The 3A string -weak and strong interactions of heavy fermion flavors -- 8.3 The 3B string - further mixed states of heavy fermion flavors -- 8.4 The 2A string - further bosons -- 8.5 The 2B string - Yukawa interaction of the top quark -- 8.6 Yukawa and gravitational interactions of all quarks and leptons -- 8.7 Neutrino mass prediction -- 8.8 The 2A- and 2B- strings - bosonic mass ratios -- Chapter 9 Total vacuum energy of chaotic strings -- 9.1 Hadronization of free quarks -- 9.2 Mesonic states -- 9.3 Baryonic states -- 9.4 * CP violation -- 9.5 Planck scale interpretation -- 9.6 Dark matter -- Chapter 10 Grand unification -- 10.1 Supersymmetric versus non-supersymmetric theories -- 10.2 A supersymmetric scenario -- 10.3 A non-supersymmetric scenario -- 10.4 Final unification at the Planck scale -- 10.5 Simplification for sin2 0w = 1/2 -- 10.6 Bosons at the Planck scale -- 10.7 * Some thoughts on supersymmetry.

Chapter 11 11-dimensional space-time and quantum gravity -- 11.1 Chaotic dynamics in compactified dimensions -- 11.2 Quantized Einstein field equations -- 11.3 N = 1 strings and Minkowski space -- 11.4 Potentials for the N = 1 strings and inflation -- 11.5 Black holes Hawking radiation and duality -- 11.6 The limit E -> oo -- 11.7 Brief history of the universe - as seen from chaotic strings -- Chapter 12 Summary -- 12.1 Motivation and main results -- 12.2 The chaotic string dynamics -- 12.3 Vacuum energy of chaotic strings -- 12.4 Fixing standard model parameters -- 12.5 Numerical findings -- 12.6 Physical embedding -- 12.7 Conclusion -- Bibliography -- Index.