SINGULARITY ANALYSIS IN AN AFFINE TODA THEORIES

H W  BRADEN; H S  CHO; J D  KIM; I G  KOH; R  SASAKI

SINGULARITY ANALYSIS IN AN AFFINE TODA THEORIES

H W BRADEN, H S CHO, J D KIM, I G KOH, R SASAKI

School of Mathematics

Research output: Contribution to journal › Article › peer-review

Abstract

The leading and the subleading Landau singularities in affine Toda field theories are examined in some detail. Formulae describing the subleading simple pole structure of box diagrams are given explicitly. This leads to a new and nontrivial test of the conjectured exact S-matrices for these theories. We show that to the one-loop level the conjectured S-matrices of the A(n) Toda family reproduce the correct singularity structure, leading as well as subleading, of the field theoretical amplitudes. The present test has the merit of being independent of the details of the renormalisations.

Original language	English
Pages (from-to)	1205-1212
Number of pages	8
Journal	Progress of theoretical physics
Volume	88
Issue number	6
Publication status	Published - Dec 1992

Keywords / Materials (for Non-textual outputs)

EXACT S-MATRICES
FIELD-THEORY
LIE-SUPERALGEBRAS

Cite this

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title = "SINGULARITY ANALYSIS IN AN AFFINE TODA THEORIES",

abstract = "The leading and the subleading Landau singularities in affine Toda field theories are examined in some detail. Formulae describing the subleading simple pole structure of box diagrams are given explicitly. This leads to a new and nontrivial test of the conjectured exact S-matrices for these theories. We show that to the one-loop level the conjectured S-matrices of the A(n) Toda family reproduce the correct singularity structure, leading as well as subleading, of the field theoretical amplitudes. The present test has the merit of being independent of the details of the renormalisations.",

keywords = "EXACT S-MATRICES, FIELD-THEORY, LIE-SUPERALGEBRAS",

author = "BRADEN, \{H W\} and CHO, \{H S\} and KIM, \{J D\} and KOH, \{I G\} and R SASAKI",

year = "1992",

month = dec,

language = "English",

volume = "88",

pages = "1205--1212",

journal = "Progress of theoretical physics",

issn = "0033-068X",

publisher = "Yukawa Institute for Theoretical Physics",

number = "6",

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TY - JOUR

T1 - SINGULARITY ANALYSIS IN AN AFFINE TODA THEORIES

AU - BRADEN, H W

AU - CHO, H S

AU - KIM, J D

AU - KOH, I G

AU - SASAKI, R

PY - 1992/12

Y1 - 1992/12

N2 - The leading and the subleading Landau singularities in affine Toda field theories are examined in some detail. Formulae describing the subleading simple pole structure of box diagrams are given explicitly. This leads to a new and nontrivial test of the conjectured exact S-matrices for these theories. We show that to the one-loop level the conjectured S-matrices of the A(n) Toda family reproduce the correct singularity structure, leading as well as subleading, of the field theoretical amplitudes. The present test has the merit of being independent of the details of the renormalisations.

AB - The leading and the subleading Landau singularities in affine Toda field theories are examined in some detail. Formulae describing the subleading simple pole structure of box diagrams are given explicitly. This leads to a new and nontrivial test of the conjectured exact S-matrices for these theories. We show that to the one-loop level the conjectured S-matrices of the A(n) Toda family reproduce the correct singularity structure, leading as well as subleading, of the field theoretical amplitudes. The present test has the merit of being independent of the details of the renormalisations.

KW - EXACT S-MATRICES

KW - FIELD-THEORY

KW - LIE-SUPERALGEBRAS

M3 - Article

SN - 0033-068X

VL - 88

SP - 1205

EP - 1212

JO - Progress of theoretical physics

JF - Progress of theoretical physics

IS - 6

ER -

SINGULARITY ANALYSIS IN AN AFFINE TODA THEORIES

Abstract

Keywords / Materials (for Non-textual outputs)

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