On a Class of High-Energy Elastic Amplitudes Associated with Rising Total Cross Sections
スポンサーリンク
概要
- 論文の詳細を見る
A class of high-energy elastic amplitudes associated with non-decreasing total cross section is constructed with three basic assumptions. It is shown that several models proposed thus far are all special cases of this class. Quantitative constraints are obtained concerning the rate of shrinking of the diffraction peak and the rate of rising of the total cross sections. The analyticity of the amplitude in the complex l-plane is also studied.
- 理論物理学刊行会の論文
- 1973-05-25
著者
-
MORITA Katsusada
Department of Physics, Nagoya University
-
Kiang David
Department Of Physics Dalhousie University
-
Kiang David
Department Of Physics Dalhousie University Halifax : The National Research Council Of Canada
-
Morita Katsusada
Department Of Physics Kyoto University
-
Morita Katsusada
Department Of Physics Dalhousie University Halifax : Nagoya University
-
KIANG David
Department of Physics, Dalhousie University, Halifax : the National Research Council of Canada
-
MORITA Katsusada
Department of Physics, Dalhousie University, Halifax : Nagoya University
関連論文
- Quaternions, Lorentz Group and the Dirac Theory(Particles and Fields)
- Sogami's Generalized Covariant Derivative and Non-Commutative Differential Geometry : Particles and Fields
- Weinberg-Salam Theory Based on a Z_2-Graded Algebra : Particles and Fields
- Number of Quarks in Exotic Component in Nuclei : Nuclear Physics
- Lorentz Invariance and the Unitarity Problem in Non-Commutative Field Theory
- Lorentz-Invariant Non-Commutative Space-Time Based on DFR Algebra
- Connes' Gauge Theory and Weinberg-Salam Model of Leptons on Noncommutative Space-Time
- Lagrangian Formulation of NCG Gauge Theory : Particles and Fields
- Gauge Theories Coupled to Fermions in Generation : Particles and Fields
- Lagrangian Formulation of NCG Gauge Theory. II
- PART II Phenomenological Analyses of High Energy Scattering
- Impact Parameter Analysis of Multiperipheral Models with and without Clustering
- Supersymmetry and Quenched Random Fields Revisited
- Resonance-Saturation Picture and the Patterns of Scaling Violation : Correspondence between Resonance and Parton Pictures
- The Relativistic Boltzmann Equation and the Equations of Magnetohydrodynamics with Radiative Reaction
- Charge Transfer in Multiparticle Production Processes and the Quark Cluster Model
- Generalized Vector Dominance Model and Deep Inelastic Electron-Meson Scattering
- Proton Form Factor Obtained from Correspondence Arguments between Resonance and Parton Pictures
- Lorentz-Invariant Non-Commutative QED(Particles and Fields)
- Lorentz Invariance and the Unitarity Problem in Non-Commutative Field Theory(Particles and Fields)
- On a Class of High-Energy Elastic Amplitudes Associated with Rising Total Cross Sections
- Non-Commutative Differential Geometry and Standard Model
- Modified Reconstruction of Standard Model in Non-Commutative Differential Geometry : Particles and Fields
- BRST Symmetry and the Scale Transformation of Ghost Fields in Gauge Theory on NC Spacetime(Particles and Fields)
- Note on Two-Higgs-Doublets Model in Non-Commutative Differential Geometry
- Unified Treatment of Gauge and Higgs Fields in Non-Commutative Differential Geometry
- Weinberg-Salam Theory in Non-Commutative Geometry : Particles and Fields
- Gauge Theory on Discrete Space M_4×Z_N and SU(5) GUT in Non-Commutative Geometry : Particles and Fields
- Quaternions and Non-Commutative Geometry : Particles and Fields
- Octonions, Quarks and QCD
- Quaternions and Simple D=4 Supergravity
- An Algebraic Explanation for the Family Structure of Quarks and Leptons
- A New Action of NC Field Theory with Lorentz Symmetry : Application to Gauge Theories(Particles and Fields)
- Gauge Theories over Quaternions and Weinberg-Salam Theory
- Quaternionic Variational Formalism for Poincare Gauge Theory and Supergravity : Particles and Fields
- Temperature-Dependent Pauli Matrix
- Note on Stochastic Quantization of Field Theories with Bottomless Actions : Particles and Fields
- Sogami's Generalized Covariant Derivative in Gauge and Non-Gauge Theories : Particles and Fields
- Note on a New Quaternionic Approach to Relativity and the Dirac Theory(Particles and Fields)
- Electromagnetic Structure Functions of Hadrons in Infinite-Multiplet Theory
- Algebraic Gauge Theory of Quarks and Leptons
- Regge-Pole Model of the pn and pp^^- Charge-Exchange Scatterings
- Accidental Anomaly Cancellation in Modified Anomaly Equation of Nielsen and Schroer
- Path-Integral Derivation of the Modified Anomaly Equation of Nielsen and Schroer in Arbitrary Even Dimensions
- Regge Poles in the YN^^- Channel and Their Properties in the Zero-Energy Limit
- Stochastic Quantization and Chiral Anomalies
- Composite Models of Hadrons and High Energy Photoproduction of Vector Mesons
- Quaternionic Formulation of Dirac Theory in Special and General Relativity
- Note on the Anomalies from Stochastic Quantization
- Paraquarks, Para-Bosons and the ψ Particles
- Regge Poles for Coulomb Potential from the Dynamical SO(4, 2) Theory
- Para-Bosons as Scalar Constituents in the Nucleon
- Discrete Symmetries in Lorentz-Invariant Non-Commutative QED(Particles and Fields)
- Conspiracy Relation for the Reaction NN^^-→YY^^-
- Schrodinger Picture for the Nambu-Takabayasi Equation and Transition Form Factors
- Lorentz-Invariant Non-Commutative QED
- Note on the Modified Anomaly Equation of Nielsen and Schroer in Arbitrary Even Dimensions
- Regge-Daughter Hypothesis in the Quark Model
- Super Yang-Mills Theories and Non-Commutative Geometry : Particles and fields
- Connes' Gauge Theory and the Clifford Product : Particles and fields
- Spontaneous Breakdown of Symmetry in Stochastic Quantization : Particles and Fields
- Ward-Takahashi Identities in Minkowski Stochastic Quantization : Particles and Fields
- Infinite-Component Wave Equation and Families of Linear Trajectories
- A New Gauge-Invariant Regularization Scheme Based on Lorentz-Invariant Noncommutative Quantum Field Theory(Particles and Fields)
- Discrete Symmetries in Lorentz-Invariant Non-Commutative QED
- Quaternionic Weinberg-Salam Theory
- Quaternionic Variational Formalism for General Relativity in Riemann and Riemann-Cartan Space-Times(General and Mathematical Physics)
- Gauge Theories Coupled to Fermions in Generation : Particles and Fields
- A Role of Quaternions in the Dirac Theory