57 citations · 77 across the 21 of their papers we have counts for
4 papers · 1 filter
Blowup masses of Toda systems corresponding to the Weyl groups
Zhaohu Nie
Toda systems are generalizations of the Liouville equation to systems using simple Lie algebras. We study the blowup phenomena of their solutions by giving concrete examples demons…
Affine Toda system of and type: compactness and affine Weyl group
Leilei Cui, Zhaohu Nie, Wen Yang
The local mass is a fundamental quantized information that characterizes the blow-up solution to the Toda system and has a profound relationship with its underlying algebraic struc…
Toda systems and hypergeometric equations
Chang-Shou Lin, Zhaohu Nie, Juncheng Wei
This paper establishes certain existence and classification results for solutions to Toda systems with three singular sources at 0, 1, and . First, we determine the…
Classification of solutions to Toda systems of types and with singular sources
Zhaohu Nie
In this paper, the classification in [Lin,Wei,Ye] of solutions to Toda systems of type with singular sources is generalized to Toda systems of types and . Like in the $A…