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Francesca da Lio

Mathematics

ETH Zurich

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About Francesca da Lio at ETH Zurich (ETH)

As a dedicated researcher at ETH Zurich, Francesca da Lio has developed a specialized expertise in Nonlinear Partial Differential Equations, Geometric Analysis, Curvature Flows, Harmonic Maps, Morse Index Stability, Conservation Laws, Conformally Invariant Lagrangians, Mathematical Modeling. A representative example of their recent contribution is the study titled "Conservation Laws for p-Harmonic Systems with Antisymmetric Potentials and Applications", which offers critical insights into the dynamics of Nonlinear Partial Differential Equations and Geometric Analysis. Additional work such as "Blow-up Analysis of Stationary Solutions to a Liouville-Type Equation in 3-D" further demonstrates their commitment to advancing knowledge in this domain.

Research Areas

Nonlinear Partial Differential EquationsGeometric AnalysisCurvature FlowsHarmonic MapsMorse Index StabilityConservation LawsConformally Invariant LagrangiansMathematical Modeling
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Academic Impact Matrix

Research output metrics for Francesca da Lio aggregated from public academic databases. Student lab experience data is pending.

Academic data verified · April 2026 · Next sync: May 2026

Research Output

Total Citations1,063

Emerging researcher

Publications70

Selective publication record

h-index19

Developing track record

i10-index29

Early-stage portfolio

Lab Environment

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Top Publications

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