CONTENTS -- Preface -- Opening Address -- Workshop Organization -- AdS/QCD, Light-Front Holography, and the Nonperturbative Running Coupling Stanley J. Brodsky, Guy de Téramond and Alexandre Deur -- 1. Introduction -- 2. The Hadron Spectrum and Form Factors in Light-Front AdS/QCD -- 3. Nonperturbative Running Coupling from Light-Front Holography -- 4. Comparison of the Holographic Coupling with Other Effective Charges -- 5. Conclusions -- Acknowledgments -- References -- New Results on Non-Abelian Vortices - Further Insights into Monopole, Vortex and Confinement K. Konishi -- 1. Introduction -- 2. Monopoles -- 3. Vortices -- 4. Non-Abelian vortices with general gauge groups -- 4.1. GNO quantization for non-Abelian vortices -- 5. Fractional vortices and lumps -- 5.1. Structures of the vacuum moduli -- 5.2. Two mechanisms for fractional vortex-lump -- 5.3. Some models -- 6. Why non-Abelian vortices imply non-Abelian monopoles -- Acknowledgments -- References -- Study on Exotic Hadrons at B-Factories Toru Iijima -- 1 Introduction -- 2 Study on exotic hadrons at B-Factories -- 3 Status of XYZ -- 3.1. X(3872) -- 3.2. Z+(4430), Z1 +(4051), Z2 +(4248) -- 4 XYZ-like states in the s- and b-quark sectors -- 5 Summary -- Acknowledgments -- References -- Cold Compressed Baryonic Matter with Hidden Local Symmetry and Holography Mannque Rho -- 1. The Issue -- 2. Hidden Local Symmetry (HLS) -- 2.1. HLS Lagrangian -- 2.2. Gauge-fixed Lagrangian -- 2.3. Describing dense matter -- 2.4. Meson fluctuations and dilatons -- 3. Holographic Dense Matter -- 3.1. Sakai-Sugimoto model -- 3.2. Half-instanton/dyonic phase -- 4. Signals of Half-Skyrmion/Dyonic Phase -- Acknowledgments -- References -- Aspects of Baryons in Holographic QCD T. Sakai -- 1. Introduction -- 2. D-branes and holographic QCD -- 3. Baryons in holographic QCD -- 3.1. Baryon form factors.

3.2. Nuclear force from string theory -- 4. Summary -- Acknowledgments -- References -- Nuclear Force from String Theory K. Hashimoto -- 1. From String Theory to Nuclear Physics -- 2. Derivation of Nuclear Force at Short Range -- 3. Conclusion and Discussions -- References -- Integrating Out Holographic QCD Back to Hidden Local Symmetry Masayasu Harada, Shinya Matsuzaki and Koichi Yamawaki -- 1. Introduction -- 2. A gauge-invariant way to integrate out HQCD -- 3. Application to Sakai-Sugimoto Model -- 4. Summary -- Acknowledgments -- References -- Holographic Heavy Quarks and the Giant Polyakov Loop Gianluca Grignani, Joanna Karczmarek and Gordon W. Semenoff -- 1. Introduction -- 2. Giant Wilson loops -- 3. Effective field theory -- 4. Higher representations -- 5. Giant loop phase transition -- References -- Effect of Vector-Axial-Vector Mixing to Dilepton Spectrum in Hot and/or Dense Matter Masayasu Harada and Chihiro Sasaki -- 1. Introduction -- 2. Effects of Vector-Axial-vector Mixing in Hot Matter -- 3. Effects of Vector-Axial-vector Mixing in Dense Matter -- 4. Summary -- Acknowledgment -- References -- Infrared Behavior of Ghost and Gluon Propagators Compatible with Color Confinement in Yang-Mills Theory with the Gribov Horizon Kei-Ichi Kondo -- 1. Introduction -- 2. A theoretical possibility of deriving the decoupling solution -- 3. Critical points -- 4. Conclusion and discussion -- Acknowledgments -- References -- Chiral Symmetry Breaking on the Lattice Hidenori Fukaya [for JLQCD and TWQCD Collaborations] -- 1. Introduction -- 2. Three problems and solutions -- 2.1. Chiral symmetry on the lattice -- 2.2. Dirac spectrum and chiral symmetry breaking -- 2.3. Chiral perturbation at finite volume -- 3. Numerical result for chiral condensate -- 4. Conclusion -- References.

Gauge-Higgs Unification: Stable Higgs Bosons as Cold Dark Matter Yutaka Hosotani -- 1. Introduction -- 2. SO(5) × U(1) gauge-Higgs uni.cation in RS -- 3. Higgs boson as an AB phase -- 4. Effective theory -- 5. Dynamical EW symmetry breaking -- 6. The absolute stability of the Higgs bosons -- 7. Stable Higgs bosons as cold dark matter -- 8. Stable Higgs bosons at Tevatron/LHC/ILC -- 9. Gauge couplings of quarks and leptons -- 10. Summary -- Acknowledgment -- References -- The Limits of Custodial Symmetry R. Sekhar Chivukula, Roshan Foadi, Elizabeth H. Simmons and Stefano Di Chiara -- 1. Introduction -- 2. Doublet-Extended Standard Model -- 2.1. Custodial Symmetry and Z Coupling -- 2.2. The Model -- 2.3. Mass Matrices and Eigenstates -- 3. Phenomenology -- 3.1. Z Coupling to bL L -- 3.2. Oblique Electroweak Parameters -- 3.2.1. Parameter αT -- 3.2.2. Parameter αS -- 3.3. The αS- αT Plane -- 4. Conclusions -- Acknowledgments -- References -- Higgs Searches at the Tevatron Kazuhiro Yamamoto [for the CDF and DØ Collaborations] -- 1 Introduction -- 2 Experimental Apparatus -- 3 Search for the Standard Model Higgs Boson -- 4 Search for the Higgs Bosons Beyond the SM eyond -- 5 Conclusions and Future Prospects -- Acknowledgements -- References -- The Top Triangle Moose R. S. Chivukula, N. D. Christensen, B. Coleppa and E. H. Simmons -- 1. Introduction -- 2. The Model -- 3. Heavy Quarks at the LHC -- 3.1. Pair production: pp → Q → WZqq → lllνjj -- 3.2. Single production: pp → Qq → W qq → WZqq -- References -- Conformal Phase Transition in QCD Like Theories and Beyond V. A. Miransky -- 1. Introduction -- 2. Dynamics in the conformal window in QCD-like theories -- 2.1. General description -- 2.2. Phase diagram -- 2.3. Signature for the conformal window -- 2.4. Lattice computer simulations -- Acknowledgments -- References.

Gauge-Higgs Unification at LHC Nobuhito Maru and Nobuchika Okada -- 1. Introduction -- 2. Model -- 3. Effective couplings between Higgs boson and gauge bosons -- 4. Effects on Higgs boson search at LHC -- 5. Summary -- Acknowledgments -- References -- WLWL Scattering in Higgsless Models: Identifying Better Effective Theories Alexander S. Belyaev, R. Sekhar Chivukula, Neil D. Christensen, Hong-Jian He, Masafumi Kurachi, Elizabeth H. Simmons and Masaharu Tanabashi -- 1. Introduction -- 2. The three site Higgsless model -- 3. Comparison between continuum and the three site Higgsless models -- 4. Hidden Local Symmetry generalization of the three site Higgsless models -- 5. Conclusions -- References -- Holographic Estimate of Muon g - 2 Deog Ki Hong -- 1. Introduction -- 2. Holographic QCD -- 3. Holographic calculations of hadronic contributions -- 4. Discussions -- Acknowledgments -- References -- Gauge-Higgs Dark Matter T. Yamashita -- 1. Introduction -- 2. A New Candidate of the Dark Matter -- 3. Gauge-Higgs Dark Matter -- References -- Topological and Curvature Effects in a Multi-Fermion Interaction Model T. Inagaki and M. Hayashi -- 1. Introduction -- 2. Multi-Fermion Interaction Model -- 3. Phase Structure in a Spacetime with Non-Trivial Topology -- 4. Phase Structure in a Weakly Curved Spacetime -- 5. Conclusion -- Acknowledgment -- References -- A Model of Soft Mass Generation J. Hoˇsek -- 1. Introduction -- 2. Basic reasoning -- 3. Flavor gluon mass generation -- 4. Fermion mass generation -- 5. Intermediate boson mass generation -- 6. Neutrino mass generation7 -- 7. Conclusion -- Acknowledgements -- References -- TeV Physics and Conformality Thomas Appelquist -- 1. Introduction -- 2. The conformal window and walking -- 2.1. Perturbative RG flow in generalized Yang-Mills theories -- 2.2. Infrared conformality and walking behavior.

3. Lattice studies of the conformal transition -- 3.1. Overview -- 3.2. Running coupling -- 3.3. Spectral and chiral properties -- References -- Conformal Higgs, or Techni-Dilaton - Composite Higgs Near Conformality Koichi Yamawaki -- 1. Introduction -- 2. Scale-Invariant/Walking/Conformal Technicolor -- 3. Conformal Phase Transition9,14 -- 4. S Parameter Constraint -- 5. Techni-Dilaton -- 5.1. Calculation from Gauged NJL Model in the Ladder SD Equation15 -- 5.2. Straightforward Calculation from Ladder SD and BS Equations -- 5.3. Holographic Techni-Dilaton13 -- Acknowledgments -- References -- Phase Diagram of Strongly Interacting Theories Francesco Sannino -- 1. Phases of Gauge Theories -- 1.1. Physical all orders Beta Function - Conjecture -- 1.2. Schwinger-Dyson in the Rainbow Approximation -- 1.3. The SU, SO and Sp phase diagrams -- 1.3.1. The Sp(2N) phase diagram -- 1.3.2. The SO(N) phase diagram -- 1.4. Phases of Chiral Gauge Theories -- 1.4.1. All-orders beta function for Chiral Gauge Theories -- 1.4.2. The Bars Yankielowicz (BY) Model -- 1.4.3. The Generalized Georgi-Glashow (GGG) Model -- 1.5. Conformal Chiral Dynamics -- 1.6. Gauge Duals and Conformal Window -- 1.6.1. QCD Duals -- 1.7. Conclusions -- References -- Resizing Conformal Windows O. Antipin and K. Tuominen -- 1. Introduction -- 2. An all order β-function ansatz -- 3. Fixed point merger in an all order β-function ansatz -- 3.1. Large Nc limit -- 3.2. Away from the large Nc limit -- 4. Conclusions -- References -- Nearly Conformal Gauge Theories on the Lattice Zoltán Fodor, Kieran Holland, Julius Kuti, Dániel Nógrádi and Chris Schroeder -- 1. Introduction -- 2. Chiral symmetry breaking below the conformal window -- 2.1. Finite volume analysis in the p-regime -- 2.2. -regime and -regime -- 3. Goldstone spectrum and SB at Nf = 12 -- 4. Epsilon regime, Dirac spectrum and RMT.

5. Inside the conformal window.