Finite Energy Sum Rules for Multiple Productions

スポンサーリンク

概要

• 論文の詳細を見る

• Assuming the analyticity and the multi-Regge behaviours of the scattering amplitude at high energies, finite energy sum rules for multiple productions are discussed. The sum rules give a new kind of consistency condition between a quasi-two-body Regge amplitude and a double Regge amplitude in the case of reactions with three particles in the final state, and imply a relation between the daughter trajectories and the Toller variable dependence of the inner vertices of double Regge graphs. General cases are also discussed.

• 理論物理学刊行会の論文
• 1969-10-25

著者

• Yamagishi Kenji

  Department Of Agricultural Chemistry Faculty Of Horticulture Chiba University

• Yamagishi Kenji

  Department Of Physics Waseda University

• YAMAGISHI Kenji

  Department of Physics, Waseda University

関連論文

• Isolation and Some Properties of a 115-Kilodalton Nitrate Reductase-Inactivator Protein from Spinacia oleracea
• Discrimination of Cooked Mochiminori and Koshihikari Rice Grains by Observation of Internal Hollows Using Light Transmittance Photography
• Immunological Characterization of Nitrate Reductase in Different Tissues of Spinach Seedlings
• Monoclonal Antibodies Spicific for NADH-Ferricyanide Reductase Domain of Spinach Leaf Nitrate Reductase
• Dual Regge Cut Amplitudes for πN Scattering
• Cut Contributions to the Neutral Pion Photoproduction in the Dual Cut Model
• High Energy π^-p Backward Scattering in Regge Pole Model
• Finite Energy Sum Rules for Multiple Productions

スポンサーリンク