Jonathan Wahl | Academic Influence

Jonathan Wahl's AcademicInfluence.com Rankings

Jonathan Wahl

Mathematics

#7684

World Rank

#10427

Historical Rank

#2084

USA Rank

Measure Theory

#3811

World Rank

#4491

Historical Rank

#1089

USA Rank

mathematics Degrees

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Mathematics

Jonathan Wahl's Degrees

Masters Mathematics Stanford University
Bachelors Mathematics Princeton University

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Why Is Jonathan Wahl Influential?

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According to Wikipedia, Jonathan Wahl is a mathematician based at the University of North Carolina at Chapel Hill. Wahl received his Ph.D. from Harvard University in 1971 under the supervision of David Mumford. He earned a B.S. from Yale University in 1965 and M.A. from Yale in 1965.

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Jonathan Wahl'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

Equisingular deformations of normal surface singularities, I (1976) (163)
Smoothings of normal surface singularities (1981) (160)
Local contributions to global deformations of surfaces (1974) (146)
The Jacobian algebra of a graded Gorenstein singularity (1987) (115)
Casson invariant of links of singularities (1990) (106)
QUADRATIC FUNCTIONS AND SMOOTHING SURFACE SINGULARITIES (1986) (104)
Equisingular deformations of plane algebroid curves (1974) (101)
Equations defining rational singularities (1977) (84)
Complete intersection singularities of splice type as universal abelian covers (2004) (79)
Deformations of Plane Curves with Nodes and Cusps (1974) (77)
Complex surface singularities with integral homology sphere links (2003) (68)
Gaussian maps on algebraic curves (1990) (67)
Vanishing theorems for resolutions of surface singularities (1975) (60)
Elliptic deformations of minimally elliptic singularities (1980) (59)
On Cohomology of the Square of an Ideal Sheaf (1996) (58)
Universal Abelian Covers of Surface Singularities (2001) (54)
A cohomological characterization of ℙn (1983) (51)
Rational blowdowns and smoothings of surface singularities (2006) (46)
Complex Projective Geometry: Introduction to Gaussian maps on an algebraic curve (1992) (45)
A characteristic number for links of surface singularities (1990) (45)
A characterization of quasi-homogeneous Gorenstein surface singularities (1985) (43)
The end curve theorem for normal complex surface singularities (2008) (35)
Deformations of quasi-homogeneous surface singularities (1988) (27)
Universal abelian covers of quotient-cusps (2001) (27)
Gaussian maps and tensor products of irreducible representations (1991) (26)
Simultaneous resolution and discriminantal loci (1979) (25)
Simultaneous resolution of rational singularities (1979) (24)
Derivations of negative weight and non-smoothability of certain singularities (1982) (18)
Nodes on sextic hypersurfaces in ${\bf P}\sp 3$ (1998) (18)
Second Chern class and Riemann-Roch for vector bundles on resolutions of surface singularities (1993) (18)
Log-terminal smoothings of graded normal surface singularities (2011) (15)
On rational homology disk smoothings of valency 4 surface singularities (2010) (15)
Topology, geometry, and equations of normal surface singularities (2005) (14)
Milnor and Tjurina numbers for smoothings of surface singularities (2013) (8)
Hyperplane sections of Calabi-Yau varieties (2001) (8)
Complex Surface Singularities with Rational Homology Disk Smoothings (2020) (4)
Construction of QHD smoothings of valency 4 surface singularities (2010) (3)
Splice diagrams and splice-quotient surface singularities (2022) (2)
A vanishing theorem concerning the Artin component of a rational surface singularity (1990) (2)
Rational homology disk smoothings of surface singularities; the exceptional cases (2021) (1)
Orbifold splice quotients and log covers of surface pairs (2020) (0)
FUNDAMENTAL OF RATIONAL HOMOLOGY DISK SMOOTHINGS OF SURFACE SINGULARITIES (0)
Fundamental group of rational homology disk smoothings of surface singularities (2022) (0)
EQUISINGULAR DEFORMATIONS OF PLANE ALGEBROID CURVES ( l ) (2010) (0)
The number of equisingular moduli of a rational surface singularity (2016) (0)

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What Schools Are Affiliated With Jonathan Wahl?

Jonathan Wahl is affiliated with the following schools: