Hassler Whitney

Q: What Schools Are Affiliated With Hassler Whitney

Hassler Whitney is affiliated with the following schools: Yale University, Princeton University, Harvard University

Hassler Whitney's AcademicInfluence.com Rankings

Hassler Whitney

Mathematics

#77

Historical Rank

Topology

Historical Rank

Measure Theory

#84

Historical Rank

mathematics Degrees

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Mathematics

Why Is Hassler Whitney Influential?

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According to Wikipedia, Hassler Whitney was an American mathematician. He was one of the founders of singularity theory, and did foundational work in manifolds, embeddings, immersionss, characteristic classes, and geometric integration theory.

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Hassler Whitney'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

Geometric Integration Theory (1957) (1380)
Analytic Extensions of Differentiable Functions Defined in Closed Sets (1934) (1325)
Congruent Graphs and the Connectivity of Graphs (1932) (1132)
On the Abstract Properties of Linear Dependence (1935) (891)
On Singularities of Mappings of Euclidean Spaces. I. Mappings of the Plane Into the Plane (1955) (537)
Non-Separable and Planar Graphs. (1931) (520)
Tangents to an Analytic Variety (1965) (512)
The Self-Intersections of a Smooth n-Manifold in 2n-Space (1944) (412)
Elementary Structure of Real Algebraic Varieties (1957) (411)
A logical expansion in mathematics (1932) (373)
2-Isomorphic Graphs (1933) (371)
On regular closed curves in the plane (1937) (335)
An inequality related to the isoperimetric inequality (1949) (317)
A Theorem on Graphs (1931) (275)
Regular Families of Curves: I. (1932) (218)
Complex Analytic Varieties (1972) (217)
Local Properties of Analytic Varieties (1992) (217)
Singularities of Mappings of Euclidean Spaces (1992) (200)
The singularities of a smooth n-manifold in (2n-1)-space (1944) (197)
A Function Not Constant on a Connected Set of Critical Points (1935) (183)
Differentiable Functions Defined in Closed Sets. I (1934) (173)
Functions Differentiable on the Boundaries of Regions (1934) (168)
The Coloring of Graphs. (1931) (134)
CLASSIFICATION OF ORIENTED SPHERE BUNDLES OVER A 4-COMPLEX (1959) (117)
Differentiable even functions (1943) (110)
The Coloring of Graphs (1932) (96)
On totally differentiable and smooth functions. (1951) (92)
The General Type of Singularity of a Set of 2n − 1 Smooth Functions of n Variables (1992) (84)
A Set of Topological Invariants for Graphs (1933) (68)
On Products in a Complex. (1937) (63)
On the Topology of Differentiable Manifolds (1992) (57)
On functions with bounded nth differences (1992) (54)
On the Theory of Sphere-Bundles. (1940) (48)
The Mathematics of Physical Quantities: Part I: Mathematical Models for Measurement (1968) (35)
The general type of singularity of a set of $2n-1$ variables (1943) (34)
Topological properties of differentiable manifolds (1937) (33)
The Mathematics of Physical Quantities: Part II: Quantity Structures and Dimensional Analysis (1968) (33)
On Ideals Of Differentiable Functions (1948) (33)
Complexes of Manifolds. (1947) (29)
Characteristic Functions and the Algebra of Logic (1933) (27)
Tensor products of Abelian groups (1938) (24)
The maps of an $n$-complex into an $n$-sphere (1937) (23)
On the Classification of Graphs (1933) (23)
Differentiable Manifolds in Euclidean Space. (1935) (22)
On Bounded Functions with Bounded nth Differences (1959) (22)
Kempe Chains and the Four Colour Problem (1992) (20)
The Imbedding of Manifolds in Families of Analytic Manifolds (1936) (19)
On the extension of differentiable functions (1944) (16)
Differentiable Functions Defined in Arbitrary Subsets Of Euclidean Space (1936) (15)
Moscow 1935: Topology Moving Toward America (1992) (15)
Differentiability of the Remainder Term in Taylor’s Formula (1943) (14)
On matrices of integers and combinatorial topology (1937) (11)
Coming alive in school math and beyond (1987) (10)
The extension of linear functionals defined on $H^{\infty}$. (1962) (10)
Classification of the Mappings of a 3-Complex Into a Simply Connected Space (1949) (9)
Cross-sections of curves in $3$-space (1938) (8)
Geometric Methods in Cohomology Theory. (1947) (8)
Derivatives, difference quotients, and Taylor’s formula (1934) (7)
Regular Families of Curves: II. (7)
On the maps of an $n$-sphere into another $n$-sphere (1937) (7)
Algebraic Topology and Integration Theory. (1947) (6)
Hassler Whitney collected papers (1992) (6)
A characterization of the closed 2-cell (1933) (6)
Relations Between the Second and Third Homotopy Groups of a Simply Connected Space (1949) (6)
r-Dimensional Integration in n-Space (1992) (6)
Analytic Coordinate Systems and Arcs in a Manifold (1937) (6)
An Extension Theorem for Mappings Into Simply Connected Spaces (1949) (5)
A numerical equivalent of the four color map Problem (1936) (5)
Some Combinatorial Properties of Complexes. (1940) (5)
Derivatives, Difference Quotients and Taylor's Formula II (1934) (4)
Note on Perron's Solution of the Dirichlet Problem. (1932) (1)
Comment on the Division of the Plane by Lines (1979) (1)
Baltimore Schools Report Adult Counseling Service (1946) (1)
Topics in the theory of Abelian groups. I. Divisibility of homomorphisms (1944) (1)
What is Behind the Failure (1981) (1)
Appendix I. Vector and linear spaces (1957) (0)
Chapter VIII. Chains and cochains in open sets (1957) (0)
Education is for the Students' Future (1989) (0)
Chapter III. Riemann integration theory (1957) (0)
A MiniComputer for Primary Schools. (1970) (0)
Origins and basic concepts (1986) (0)
Real Needs of School Children (1990) (0)
B. Some classical topics (1957) (0)
Chapter II. Differential forms (1957) (0)
On reducibility in the four color problem (1992) (0)
The Work of John W. Milnor (1992) (0)
International Congress of Mathematicians : Cambridge, Massachusetts, U.S.A., 1950, Conference in topology (1950) (0)
Chapter IX. Flat cochains and differential forms (1957) (0)
Index of Terms (1957) (0)
A. The general problem of integration (1957) (0)
Appendix II. Geometric and topological preliminaries (1957) (0)
Logic: Fad or tool ? (1992) (0)
Chapter V. Abstract integration theory (1957) (0)
Chapter IV. Smooth manifolds (1957) (0)
Chapter X. Lipschitz mappings (1957) (0)
Chapter XI. Chains and additive set functions (1957) (0)
Can the "Our Schools" Project Help Children?. (1973) (0)
A Mini-Computer for Primary Schools. (1970) (0)
Appendix III. Analytical preliminaries (1957) (0)
Index of symbols (1957) (0)
C. Indications of general theory (1957) (0)
Chapter VII. General properties of chains and cochains (1957) (0)
Chapter I. Grassmann algebra (1957) (0)
Complex analytic varieties / Hassler Whitney (1972) (0)
Chapter VI. Some relations between chains and functions (1957) (0)

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