Hao Fang - Concepedia

Author

Hao Fang

Also Known As

Fang, Hao, Hao Fang

Publications

327

Citations

H-Index

Concepts

All Affiliations

Hao Fang is an author at University of Iowa specializing in geometry, integral geometry, and spectral theory.

#	Concept	H-Index	Publications	Citations
1	Geometry	2	2	36
2	Integral Geometry	1	1	17
3	Spectral Theory	1	1	14

Hao Fang

Publications

158

Citations

H-Index

Page 1

	Year	Citations
Analytic torsion for Calabi-Yau threefolds Hao Fang, Zhiqin Lu, Kenichi Yoshikawa Journal of Differential Geometry Schubert CalculusSupermanifoldProjective GeometryAnalytic TorsionCompactified Moduli Space	2008	41
Singularities of admissible normal functions Patrick Brosnan, Hao Fang, Zhaohu Nie, Inventiones mathematicae Function TheoryAdmissible Normal FunctionsRiemann-hilbert ProblemGeneralized Function	2009	30
Analytic torsion and R-torsion for manifolds with boundary Xianzhe Dai, Hao Fang Asian Journal of Mathematics	2000	24
On curvature pinching of conic 2-spheres Hao Fang, Mijia Lai Calculus of Variations and Partial Differential Equations Curvature PinchingGlobal GeometryGeometric Partial Differential EquationGeometryRiemannian Geometry	2016	19
$$\sigma _{2}$$ Yamabe problem on conic 4-spheres Hao Fang, Wei Wei Calculus of Variations and Partial Differential Equations Integral GeometryYamabe ProblemTropical GeometryGeometry	2019	17
Equivariant spectral flow and a Lefschetz theorem on odd-dimensional spin manifolds Hao Fang Pacific Journal of Mathematics Spectral TheoryLefschetz TheoremLie GroupRiemannian GeometryToeplitz Operators.a Notion	2005	14
On a conformal Gauss-Bonnet-Chern inequality for LCF manifolds and related topics Hao Fang Calculus of Variations and Partial Differential Equations Global GeometryConformal Gauss-bonnet-chern InequalityRiemannian GeometryGlobal AnalysisRelated Topics	2004	13

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