Concepedia
Statistics
Publications
10
Citations
260
H-Index
Active since
2004
Affiliations
Queens College, CUNY(Current)
The Graduate Center, CUNY
University of Connecticut
Stanford University
Dan A. Lee is an author at Queens College, CUNY specializing in geometry, functional analysis, and integral geometry.
Top concepts
GeometryFunctional AnalysisAnatomyBiologyPhysicsIntegral Geometry
Publications per year
2004–2023
The Penrose Inequality for Asymptotically Locally Hyperbolic Spaces with Nonpositive Mass
Dan A. Lee, André Neves · Communications in Mathematical Physics · 2015 · 54 citations
Parabolic Equation, Global Analysis, Hyperbolic Equation +3
The Positive Mass Theorem for Manifolds with Distributional Curvature
Dan A. Lee, Philippe G. LeFloch · Communications in Mathematical Physics · 2015 · 41 citations
Riemannian Geometry, Positive Mass Theorem, Riemannian Manifold +1
Intrinsic flat stability of the positive mass theoremfor graphical hypersurfaces of Euclidean space
Lan-Hsuan Huang, Dan A. Lee, Christina Sormani · Journal für die reine und angewandte Mathematik (Crelles Journal) · 2015 · 38 citations
Equality in the Spacetime Positive Mass Theorem
Lan-Hsuan Huang, Dan A. Lee · Communications in Mathematical Physics · 2019 · 29 citations · Full text
Gravitation Theory, General Relativity
Lower semicontinuity of mass under C0{C^{0}} convergence and Huisken’s isoperimetric mass
Jeffrey L. Jauregui, Dan A. Lee · Journal für die reine und angewandte Mathematik (Crelles Journal) · 2017 · 21 citations
Isoperimetric Mass, Huisken ’, Global Geometry +10
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