Loring W. Tu

Q: What Schools Are Affiliated With Loring W. Tu

Loring W. Tu is affiliated with the following schools: McGill University, Tufts University, Princeton University, Harvard University

Loring W. Tu's AcademicInfluence.com Rankings

Loring W. Tu

Mathematics

#2251

World Rank

#3512

Historical Rank

Algebraic Topology

#15

World Rank

#21

Historical Rank

Measure Theory

#2618

World Rank

#3133

Historical Rank

mathematics Degrees

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Mathematics

Loring W. Tu's Degrees

PhD Mathematics Princeton University

Why Is Loring W. Tu Influential?

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According to Wikipedia, Loring W. Tu is a Taiwanese-American mathematician working in algebraic topology and geometry. Life He was born in Taipei, Taiwan. He is the grandson of Taiwanese pharmacologist Tu Tsung-ming. He is a younger brother of Charles Tu, who is a professor of electrical and computer engineering at the University of California, San Diego.

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Loring W. Tu's Published Works

Number of citations in a given year to any of this author's works

Total number of citations to an author for the works they published in a given year. This highlights publication of the most important work(s) by the author

Published Works

Differential forms in algebraic topology (1982) (3057)
An introduction to manifolds (2007) (413)
On symmetric and skew-symmetric determinantal varieties (1984) (188)
What is ... Equivariant Cohomology (2013) (139)
Semistable Bundles over an Elliptic Curve (1993) (133)
The Life and Works of (2006) (94)
Chern numbers of kernel and cokernel bundles (1984) (58)
Differential Geometry: Connections, Curvature, and Characteristic Classes (2017) (42)
Theta Functions for $\SL(n)$ versus $\GL(n)$ (1993) (35)
Variational Torelli implies generic Torelli (1987) (20)
Computing characteristic numbers using fixed points (2001) (18)
Generic torelli for weighted hypersurfaces (1987) (17)
Theta Functions for $\bold {SL\,(n)}$ versus $\bold {GL\,(n)}$ (1994) (16)
Computing the Gysin Map Using Fixed Points (2015) (15)
Localization Formulas (2020) (10)
[116] Equivariant Characteristic Classes in the Cartan Model (2017) (10)
Introductory Lectures on Equivariant Cohomology (2020) (7)
On the localization formula in equivariant cohomology (2003) (7)
Circle Actions (2020) (6)
A generalized Vandermonde determinant (2003) (6)
The connectedness of symmetric degeneracy loci: odd ranks. Appendix to "The connectedness of degeneracy loci" by L. W. Tu (1990) (6)
The connectedness of degeneracy loci (1990) (5)
Principal Bundles (2020) (5)
Characteristic numbers of a homogeneous space (2001) (5)
From Sheaf Cohomology to the Algebraic de Rham Theorem (2013) (5)
A partial order on partitions and the generalized Vandermonde determinant (2004) (4)
The connectedness of symmetric and skew-symmetric degeneracy loci: even ranks (1989) (4)
Hodge Theory and the Local Torelli Problem (1983) (3)
Chapter II. CURVATURE PROPERTIES OF THE HODGE BUNDLES (1984) (2)
Chapter XII. INFINITESIMAL VARIATION OF HODGE STRUCTURE AND THE GENERIC GLOBAL TORELLI THEOREM (1984) (2)
Chapter IV. ASYMPTOTIC BEHAVIOR OF A VARIATION OF HODGE STRUCTURE (1984) (2)
On the Genesis of the Woods Hole Fixed Point Theorem (2015) (2)
THE LIFE AND WORKS OF RAOUL BOTT (2002) (2)
Generalizing the localization formula in equivariant cohomology (2003) (1)
Chapter 6 Principal Bundles and Characteristic Classes (2017) (1)
Introduction to Sheaf Cohomology (2022) (1)
Chapter I. VARIATION OF HODGE STRUCTURE (1984) (1)
Basic Forms (2020) (1)
Equivariant cohomology and equivariant characteristic numbers of a homogeneous space (2001) (1)
ASYMPTOTIC HODGE THEORY IN SEVERAL VARIABLES: THE FLAT CASE (1997) (1)
The Čech-de Rham Complex (1982) (1)
Connections on a Principal Bundle (2020) (0)
Some Applications (2020) (0)
[123] Report on the Fixed Point Formula, Séminaire N. Bourbaki (2017) (0)
Outline of a Proof of the Equivariant de Rham Theorem (2020) (0)
Curvature on a Principal Bundle (2020) (0)
Preface (2020) (0)
Book reviews (2001) (0)
Remembering Raoul Bott (2013) (0)
Equivariant Cohomology of S2 Under Rotation (2020) (0)
Spectral Sequences (2020) (0)
[122] Induced representations (2017) (0)
Chapter 4 Tools from Algebra and Topology (2017) (0)
Lefschetz fixed point theorems for correspondences (2022) (0)
[108] Configuration Spaces and Imbedding Invariants (2017) (0)
Universal Bundles and Classifying Spaces (2020) (0)
Proof of the Localization Formula for a Circle Action (2020) (0)
Integration of Equivariant Forms (2020) (0)
Chapter 3 Geodesics (2017) (0)
Spectral Sequences and Applications (1982) (0)
The Maurer–Cartan Form (2020) (0)
A Crash Course in Representation Theory (2020) (0)
Differential Graded Algebras (2020) (0)
Dodging a Bullet (2020) (0)
Chapter III. INFINITESIMAL VARIATION OF HODGE STRUCTURE (1984) (0)
Appendix A. (2020) (0)
[95] Stable Bundles Revisited (2017) (0)
Lie Groups and Lie Algebras (2011) (0)
The Topology of a Group Action (2020) (0)
Fundamental Vector Fields (2020) (0)
Equivariant characteristic classes in the Cartan model (2001) (0)
[125] On the Occasion of Twenty-Five Years of Service at Harvard (2017) (0)
Rationale for a Localization Formula (2020) (0)
[105] The Work of Robert D. MacPherson (2017) (0)
Acknowledgments (2020) (0)
Overview (2020) (0)
Borel Localization for a Circle Action (2020) (0)
Homotopy Groups and CW Complexes (2020) (0)
Vector-Valued Forms (2020) (0)
[126] Convocation Address at McGill (2017) (0)
[100] Book Review: The Geometry and Physics of Knots by Michael Atiyah (2017) (0)
Homotopy Quotients and Equivariant Cohomology (2020) (0)
[124] Report on the Woods Hole Fixed Point Theorem Seminar (2017) (0)
Free and Locally Free Actions (2020) (0)
[117] Interview with Raoul Bott (2017) (0)
[101] For the Chern Volume (2017) (0)
Integration on a Compact Connected Lie Group (2020) (0)
Basis-Free Analysis of Singular Tuples and Eigenpairs of Tensors (2020) (0)
[107] On Invariants of Manifolds (2017) (0)
Localization in Algebra (2020) (0)
A Universal Bundle for a Compact Lie Group (2020) (0)
Equivariant Characteristic Classes (Commentary on [116]) (2017) (0)
The Weil Algebra and the Weil Model (2020) (0)
The Abdus Salam School of Mathematical Sciences in Pakistan (2011) (0)
The Cartan Model in General (2020) (0)
[121] On the Early History of the Periodicity Theorem (2017) (0)
[128] On Mathematics, Commencement Lecture at the University of Costa Rica (2017) (0)
[103] Reflections on the Theme of the Poster (2017) (0)
[127] On Receiving an Honorary Degree at Carnegie Mellon University (2017) (0)
[20] In Memoriam Sumner B. Myers 1910–1955 (1958) (0)
Chapter 2 Curvature and Differential Forms (2017) (0)
The Lie Derivative and Interior Multiplication (2020) (0)
Chapter 1 Curvature and Vector Fields (2017) (0)
Remembering Raoul Bott (1923–2005) (2013) (0)
General Properties of Equivariant Cohomology (2020) (0)
The Tangent Space (2011) (0)
Chapter 5 Vector Bundles and Characteristic Classes (2017) (0)

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What Schools Are Affiliated With Loring W. Tu?

Loring W. Tu is affiliated with the following schools:

Loring W. Tu's Academic­Influence.com Rankings

Loring W. Tu's Degrees

Why Is Loring W. Tu Influential?

Loring W. Tu's Published Works

Published Works

Other Resources About Loring W. Tu

What Schools Are Affiliated With Loring W. Tu?

Loring W. Tu's AcademicInfluence.com Rankings