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Featured researches published by Mitsuru Sakuraoka.


Nuclear Physics | 1971

Unified treatment of photon and massive vector-meson scattering process by helicity amplitudes

Tomoya Akiba; Mitsuru Sakuraoka; Takeshi Ebata

Abstract A formalism to treat virtual photons and massive vector mesons on the essentially same footing is developed to include the scattering of a massless and massive spin-1 particle by a spin - 1 2 particle . It is explicitly shown that a smooth limit of the massive case amplitudes to the Compton amplitudes can be realized within the framework of helicity amplitudes and that the zero-mass limit satisfies all the requirements of gauge invariance. Such a formalism is advantageous to incorporate the vector-dominance hypothesis and yields a convenient parametrization of helicity amplitudes for the Regge-pole analysis of real and virtual photon processes.


Lettere Al Nuovo Cimento | 1970

Deep inelastic e-p scattering and a Reggeization scheme for photon processes

Tomoya Akiba; Mitsuru Sakuraoka; Takeshi Ebata


Progress of Theoretical Physics | 1972

A Regge-Pole Model for Inelastic e-P Scattering

Mitsuru Sakuraoka; Tyuyo Kasahara; Tomoya Akiba; Takeshi Ebata


Lettere Al Nuovo Cimento | 1972

Regge-pole analysis of ρ photoproduction and ρ electroproduction in deep inelastic region

Mitsuru Sakuraoka


Lettere Al Nuovo Cimento | 1971

s-CHANNEL HELICITY IN COMPTON SCATTERING.

Takeshi Ebata; Mitsuru Sakuraoka; Tomoya Akiba


Progress of Theoretical Physics | 1976

Kinematical Factors of Helicity Amplitude for the Photoprocess

Mitsuru Sakuraoka


Progress of Theoretical Physics | 1974

J=0 Singularity in Forward Virtual Compton Amplitude

Mitsuru Sakuraoka


Progress of Theoretical Physics | 1969

Current-Density-Current-Density Commutators and the Decays of π0 and ω

Mitsuru Sakuraoka


Progress of Theoretical Physics | 1969

Symmetry Breaking Effects in Nonleptonic Decays of Hyperons

Azuma Toda; Mitsuru Sakuraoka


Progress of Theoretical Physics | 1969

On the Breaking of Effective Chiral U(3) ⊗U(3) Lagrangian

Mitsuru Sakuraoka; Azuma Toda

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