James Munkres | Academic Influence

Why Is James Munkres Influential?

According to Wikipedia, James Raymond Munkres is a Professor Emeritus of mathematics at MIT and the author of several texts in the area of topology, including Topology , Analysis on Manifolds, Elements of Algebraic Topology, and Elementary Differential Topology. He is also the author of Elementary Linear Algebra.

James Munkres'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 Papers

Algorithms for the Assignment and Transportation Problems (3363)
Elements of algebraic topology (2518)
Topology; a first course (1331)
Calculus on Manifolds (535)
Elementary Differential Topology. (502)
Analysis On Manifolds (185)
Obstructions to the Smoothing of Piecewise-Differentiable Homeomorphisms (123)
Obstructions to the smoothing of piecewise-differentiable homeomorphisms (115)
Elementary Differential Topology. (AM-54) (94)
Topological results in combinatorics. (92)
Differentiable isotopies on the $2$-sphere. (36)
Elementary differential topology : lectures given at Massachusetts Institute of Technology, fall, 1961 (32)
On the assignment and transportation problems (abstract) (24)
Obstructions to imposing differentiable structures (20)
Topology : a first course / James R. Munkres (19)
Higher obstructions to smoothing (10)
Obstructions to extending diffeomorphisms (9)
Concordance of differentiable structures---two approaches. (8)
Concordance is equivalent to smoothability (7)
THE NEW EMPHASIS ON TRANSIT-BASED HOUSING THROUGHOUT THE UNITED STATES (6)
NEW PLANNING STRATEGIES FOR TRANSIT-BASED HOUSING IN NORTHERN CALIFORNIA (5)
The triangulation of locally triangulable spaces (4)
The special homotopy addition theorem. (3)
Concordance inertia groups (3)
Elementary Linear Algebra (2)
DESIGNING TRANSIT-BASED COMMUNITIES (2)
Compatibility of imposed differentiable structures (2)
Some Applications Of Triangulation Theorems. (2)
Problems for Solution: E1371-E1375 (1)
Unavoidable Periodicity: 10476 (1)
Problems for Solution: 4639,4643-4647 (0)
Homotopy of Paths (0)
Topological Invariance of the Homology Groups (0)
Relative Homology and the Eilenberg-Steenrod Axioms (0)
Homology Groups of a Simplicial Complex (0)
18.024 Calculus with Theory II, Spring 2003 (0)
The Algebra and Topology of ℝ n (0)
Change of Variables (0)
MITAB : Michigan Transportation and Assignment Blackboard (0)
Homology with Coefficients (0)
18.014 Calculus with Theory I, Fall 2002 (0)
Concordance classes of sphere bundles over spheres. (0)
Chapter I. Differentiable Manifolds (0)
Chapter II. Triangulations of Differentiable Manifolds (0)
Duality in Manifolds (0)
Closed Forms and Exact Forms (0)
Epilogue-Life Outside ℝ n (0)
Singular Homology Theory (0)

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