Lina Wu

activity

20192023

most citedUniqueness of bubbling solutions of mean field equations with non-quantized singularities

7 citations · 7 across the 5 of their papers we have counts for

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math.AP2019

Estimates of bubbling solutions of $S U (3)$ Toda systems at critical parameters-Part 1

Lina Wu, Lei Zhang

For regular $S U (3)$ Toda systems defined on Riemann surface, we initiate the study of bubbling solutions if parameters $(ρ_{1}^{k}, ρ_{2}^{k})$ are both tending to critical positions: $(ρ_1…

math.AP2019★ 7 cited

Uniqueness of bubbling solutions of mean field equations with non-quantized singularities

Lina Wu, Lei Zhang

For singular mean field equations defined on a compact Riemann surface, we prove the uniqueness of bubbling solutions if some blowup points coincide with bubbling sources. If the s…

Estimates of bubbling solutions of SU(3) Toda systems at critical parameters-Part 1

Uniqueness of bubbling solutions of mean field equations with non-quantized singularities

Estimates of bubbling solutions of $S U (3)$ Toda systems at critical parameters-Part 1