Min Ru - Concepedia

Author

Min Ru

University of Houston ORCID

Also Known As

M. Ru, MIN RU, Min Ru, Ru, Min

116

Publications

1.5K

Citations

H-Index

Concepts

All Affiliations

University of Houston Tongji University Institute of Mathematics, Academia Sinica National University of Singapore University of Notre Dame

About

Min Ru is an author at University of Houston specializing in geometry, engineering, and functional analysis.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Engineering	2	2	41
2	Biology	1	1	11
3	Chemical Engineering	1	1	10
4	Materials Science	1	1	10
5	Nanomaterials	1	1	10

Min Ru

Publications

927

Citations

H-Index

Page 1

	Year	Citations
A defect relation for holomorphic curves intersecting hypersurfaces Min Ru American Journal of Mathematics Non-degenerate Holomorphic MapReal Algebraic GeometryAlgebraic AnalysisEnumerative GeometryDefect Relation	2004	109
Holomorphic curves into algebraic varieties Min Ru Annals of Mathematics Schubert CalculusNondegenerate Holomorphic MappingsHolomorphic CurvesGeometryReal Algebraic Geometry	2009	103
The second main theorem for moving targets Min Ru, Wilhelm Stoll Journal of Geometric Analysis MissileSecond Main TheoremMathematical ModellingKinematics	1991	72
A uniqueness theorem with moving targets without counting multiplicity Min Ru Proceedings of the American Mathematical Society Holomorphic CurvesCombinatorial DesignMoving Object TrackingUniqueness TheoremDiscrete Mathematics	2001	53
Integral points of P n ?{2n+1 hyperplanes in general position} Min Ru, Pit-Mann Wong Inventiones mathematicae Integral PointsGeometry	1991	51
On a General Form of the Second Main Theorem Min Ru Transactions of the American Mathematical Society Geometry Of NumberRiemann-hilbert ProblemHolomorphic CurvesGeneral FormReal Algebraic Geometry	1997	45
Truncated second main theorem with moving targets Min Ru, Julie Tzu‐Yueh Wang Transactions of the American Mathematical Society Integral GeometryGeometry Of NumberHolomorphic CurvesProjective GeometrySubgeneral Position	2003	44
Schmidt's subspace theorem with moving targets Min Ru, Paul Vojta Inventiones mathematicae Infinite Dimensional AnalysisLinear OperatorSpace-time ProcessingSubspace TheoremFunctional Analysis	1997	41
A note on $p$-adic Nevanlinna theory Min Ru Proceedings of the American Mathematical Society Geometry Of NumberRamification TermRing Theory-Adic Nevanlinna TheoryAnalytic Number Theory	2000	37
The degenerated second main theorem and Schmidt’s subspace theorem Zhihua Chen, Min Ru, Qiming Yan Science China Mathematics Spectral TheorySchubert CalculusEngineeringSubspace TheoremFunctional Analysis	2012	31

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