Boundary Reflection Matrix for $ade$ Affine Toda Field Theory
J.D. Kim
TL;DR
This paper proposes a comprehensive set of conjectures for the exact boundary reflection matrix in $ade$ affine Toda field theory with Neumann boundary conditions, advancing the understanding of boundary integrable models.
Contribution
It introduces a complete set of conjectures for the boundary reflection matrix in $ade$ affine Toda field theory, filling a gap in the exact solutions for boundary integrable systems.
Findings
Proposed conjectures for the boundary reflection matrix.
Enhanced understanding of boundary conditions in affine Toda theories.
Framework for future verification and application.
Abstract
We present a complete set of conjectures for the exact boundary reflection matrix for affine Toda field theory defined on a half line with the Neumann boundary condition.
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