Quantum Field Theory on Higher-Genus Riemann Surfaces. II : Bosonic Systems : Particles and Feilds

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概要

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• Quantum field theory for closed bosonic string systems is formulated on arbitrary higher-genus Riemann surfaces in global operator formalism. Canonical commutation relations between bosonic string field X^μ and their conjugate momenta P^ν are derived in the framework of conventional quantum field theory. Problems arising in quantizing bosonic systems are considered in detail. Applying the method exploited in the preceding paper we calculate Ward-Takahashi identities.

• 理論物理学刊行会の論文
• 1990-12-25

著者

• Kubo R

  Kyoto Univ. Kyoto

• Kubo Reijiro

  Uji Research Center Yukawa Institute For Theoretical Physics Kyoto University

• Ojima Shuichi

  Department Of Physics Osaka University

• Ojima Shuichi

  Researcyh Institute For Theoretical Physics Hiroshima University

関連論文

• Quantum Field Theory on Higher-Genus Riemann Surfaces : b-c Systems : Particles and Fields
• The Extended Maurer-Cartan Equations for the BRST Operators on Coadjoint Orbits
• Bosonization of Chiral Fermions on Higher Genus Riemann Surfaces : Genaral and Mathematical Physics
• Quantum Field Theory on Higher-Genus Riemann Surfaces. II : Bosonic Systems : Particles and Feilds
• Derivation of Gauge and Gravitational Induced Chern-Simons Terms in Three Dimensions : Particles and Fields
• N=1 and 2 Superstrings as Supertopological Models on Higher-Genus Super Riemann Surfaces : Particles and Fields
• Geometry, Heat Equation and Path Integrals on the Poincare Upper Half-Plane
• Generalized BRST Operators as Extended Maurer-Cartan Forms on Coadjoint Orbits : Particles and Fields
• Geometric Actions and the Maurer-Cartan Equation on Coadjoint Orbits of Infinite-Dimensional Lie Groups

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