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Quantized Fields Associated with a Two-Dimensional Medium: Operator Formalism Equivalent to the Boundary-Value Problem for the Veneziano Model
Quantized Fields Associated with a Two-Dimensional Medium: Operator Formalism Equivalent to the Boundary-Value Problem for the Veneziano Model
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Quantized Fields Associated with a Two-Dimensional Medium: Operator Formalism Equivalent to the Boundary-Value Problem for the Veneziano Model

Minami, Masatsugu

Progress of theoretical physics, 1971-04, Vol.45 (4), p.1220-1234 [Peer Reviewed Journal]

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2
Canonical Formalism for Quantized Fields in a Two-Dimensional Medium
Canonical Formalism for Quantized Fields in a Two-Dimensional Medium
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Canonical Formalism for Quantized Fields in a Two-Dimensional Medium

Minami, Masatsugu

Progress of theoretical physics, 1971-04, Vol.45 (4), p.1235-1247 [Peer Reviewed Journal]

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3
Quantized Fields Associated with the Annulus-Type Medium
Quantized Fields Associated with the Annulus-Type Medium
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Quantized Fields Associated with the Annulus-Type Medium

Minami, Masatsugu ; Sughimoto, Hiroshi

Progress of theoretical physics, 1971-05, Vol.45 (5), p.1618-1633 [Peer Reviewed Journal]

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4
Gravitational Field in the Unified Spinor Field Theory
Gravitational Field in the Unified Spinor Field Theory
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Gravitational Field in the Unified Spinor Field Theory

Katayama, Yasuhisa ; Kokubo, Hiroshi

Progress of theoretical physics, 1972-08, Vol.48 (2), p.662-677 [Peer Reviewed Journal]

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5
Effective gauge interaction of Weyl fermions (Extended MAC scenario)
Effective gauge interaction of Weyl fermions (Extended MAC scenario)
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Effective gauge interaction of Weyl fermions (Extended MAC scenario)

AOKI, K.-I ; BANDO, M

Progress of theoretical physics, 1983, Vol.70 (1), p.259-271 [Peer Reviewed Journal]

Kyoto: Progress of Theoretical Physics

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6
On the existence of solution to Schwinger's functional differential equations of higher order
On the existence of solution to Schwinger's functional differential equations of higher order
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On the existence of solution to Schwinger's functional differential equations of higher order

ARAI, A ; YOSIDA, K

Proceedings of the Japan Academy. Series A. Mathematical sciences, 1983, Vol.59 (6), p.227-230 [Peer Reviewed Journal]

Tokyo: Japan Academy

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7
Quantum theory of massive Yang-Mills fields. III (Renormalizable structure)
Quantum theory of massive Yang-Mills fields. III (Renormalizable structure)
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Quantum theory of massive Yang-Mills fields. III (Renormalizable structure)

FUKUDA, T ; MATSUDA, H ; SEKI, Y ; YOKOYAMA, K.-I

Progress of theoretical physics, 1983, Vol.70 (1), p.284-297 [Peer Reviewed Journal]

Kyoto: Progress of Theoretical Physics

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8
A class of solutions to the self-dual Yang-Mills equations
A class of solutions to the self-dual Yang-Mills equations
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A class of solutions to the self-dual Yang-Mills equations

TAKASAKI, K ; YOSIDA, K

Proceedings of the Japan Academy. Series A. Mathematical sciences, 1983, Vol.59 (7), p.308-311 [Peer Reviewed Journal]

Tokyo: Japan Academy

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9
Phase diagram of the SU(2) lattice gauge theory with a mixed action
Phase diagram of the SU(2) lattice gauge theory with a mixed action
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Phase diagram of the SU(2) lattice gauge theory with a mixed action

GHOROKU, K ; MYOJYO, Y ; NAGAI, H

Progress of theoretical physics, 1983, Vol.69 (9), p.1823-1826 [Peer Reviewed Journal]

Kyoto: Progress of Theoretical Physics

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10
1/d corrections to the mean-field approximation for a mixed action of SU(2)
1/d corrections to the mean-field approximation for a mixed action of SU(2)
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1/d corrections to the mean-field approximation for a mixed action of SU(2)

GHOROKU, K

Progress of theoretical physics, 1983, Vol.70 (4), p.1091-1097 [Peer Reviewed Journal]

Kyoto: Progress of Theoretical Physics

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