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http://worldcat.org/entity/work/id/2245214482

Free field resolutions in affine Toda field theories

Abstract: "We construct free field resolutions for the local integrals of motion in the quantum affine Toda field theory. They are closely related to the BGG type resolution of the trivial representation of the corresponding affine quantum group. We prove the existence of infinite number of mutually commuting integrals of motion, whose spins are equal to the exponents of the corresponding affine Kac-Moody algebra modulo the Coxeter number."

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  • "Abstract: "We construct free field resolutions for the local integrals of motion in the quantum affine Toda field theory. They are closely related to the BGG type resolution of the trivial representation of the corresponding affine quantum group. We prove the existence of infinite number of mutually commuting integrals of motion, whose spins are equal to the exponents of the corresponding affine Kac-Moody algebra modulo the Coxeter number.""@en

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  • "Free field resolutions in affine Toda field theories"
  • "Free field resolutions in affine Toda field theories"@en

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