Raymond Louis Wilder | Academic Influence

Raymond Louis Wilder's AcademicInfluence.com Rankings

Raymond Louis Wilder

Mathematics

#2096

Historical Rank

Measure Theory

#2003

Historical Rank

mathematics Degrees

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Mathematics

Raymond Louis Wilder's Degrees

PhD Mathematics University of Chicago

Why Is Raymond Louis Wilder Influential?

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According to Wikipedia, Raymond Louis Wilder was an American mathematician, who specialized in topology and gradually acquired philosophical and anthropological interests. Life Wilder's father was a printer. Raymond was musically inclined. He played cornet in the family orchestra, which performed at dances and fairs, and accompanied silent films on the piano.

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Raymond Louis Wilder'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

Topology of Manifolds (1949) (475)
Mathematics as a cultural system (1981) (139)
Introduction to the foundations of mathematics (1953) (132)
Evolution Of Mathematical Concepts (1968) (74)
Uniform Local Connectedness and Contractibility (1942) (53)
The Role of Intuition (1967) (53)
The Nature of Mathematical Proof (1944) (41)
Evolution of mathematical concepts : an elementary study (1969) (26)
Monotone mappings of manifolds (1957) (26)
The mathematical work of R. L. Moore: Its background, nature and influence (1982) (22)
The Role of the Axiomatic Method (1967) (20)
Robert Lee Moore, 1882–1974 (1976) (20)
Evolution of the Topological Concept of “Connected” (1978) (18)
Monotone mappings of manifolds. II. (1958) (18)
Axiomatics and the Development of Creative Talent (1959) (16)
Lectures in topology (1942) (16)
Generalized Closed Manifolds in n-Space (1934) (13)
THE EXISTENCE OF CERTAIN TYPES OF MANIFOLDS (1959) (13)
Concerning continuous curves (13)
A converse of the Jordan-Brouwer separation theorem in three dimensions (1930) (11)
History in the Mathematics Curriculum: Its Status, Quality, and Function (1972) (10)
A point set which has no true quasicomponents, and which becomes connected upon the addition of a single point (1927) (8)
Concerning Simple Continuous Curves and Related Point Sets (1931) (8)
Point sets in three and higher dimensions and their investigation by means of a unified analysis situs (1932) (7)
Hereditary stress as a cultural force in mathematics (1974) (7)
The Origin and Growth of Mathematical Concepts (1953) (7)
Lectures in topology : the University of Michigan conference of 1940 (1941) (6)
Some mapping theorems with applications to non-locally connected spaces (1957) (5)
On the properties of domains and their boundaries inEn (1934) (5)
Trends and social implications of research (1969) (4)
Concerning a problem of K. Borsuk (1933) (4)
On locally connected spaces (1935) (4)
Development of Modern Mathematics. (1969) (4)
On the imbedding of subsets of a metric space in Jordan continua (1932) (4)
Sets which satisfy certain avoidability conditions (1938) (4)
CHARACTERIZATION OF CONTINUOUS CURVES THAT ARE PERFECTLY CONTINUOUS. (1929) (4)
A connected and regular point set which has no subcontinuum (1927) (4)
Decompositions of Compact Metric Spaces (1941) (3)
Concerning a problem of Alexandroff. (1955) (3)
On the dispersion sets of connected point-sets (3)
Correction and Addendum to "Evolution of the Topological Concept of `Connected'" (1980) (3)
Property S n (1939) (2)
Addition and reduction theorems for medial properties (1968) (2)
Mathematics in the 20th Century; its Role and Future (1981) (2)
A Property Which Characterizes Continuous Curves. (1925) (2)
On free subsets of $E_n$ (1935) (2)
On the Linking of Jordan Continua in E n By (n - 2)-Cycles (1933) (2)
Some consequences of a method of proof of J. H. C. Whitehead. (1957) (2)
Concerning R. L. Moore's axioms $\sum {_1 } $ for plane analysis situs (1928) (1)
The strong symmetrical cut sets of closed euclidean n-space (1936) (1)
Some Comments on M. J. Crowe's Review of Evolution of Mathematical Concepts (1979) (1)
Mathematics and man (1976) (1)
Partially free subsets of euclidean $n$-space. (1962) (1)
On connected and regular point sets (1928) (1)
ON CERTAIN INEQUALITIES RELATING THE BETTI NUMBERS OF A MANIFOLD AND ITS SUBSETS. (1954) (1)
The Exceptional Individual; Singularities in the Evolution of Mathematics (1981) (1)
A PROBLEM OF BING. (1965) (1)
Some Unsolved Problems of Topology (1937) (1)
An elementary property of closed coverings of manifolds (1966) (1)
A theorem on continua (1)
A certain class of topological properties (1960) (1)
Concerning zero-dimensional sets in Euclidean space (1929) (1)
Concerning Irreducibly Connected Sets and Irreducible Regular Connexes (1934) (1)
Africa counts: By Claudia Zaslavsky. Boston (Prindle, Weber and Schmidt). 1973, 338 p, U.S. $12.50 (1975) (1)
Application of homology and cohomology theory to the theory of continua (1949) (0)
Examples of Cultural Patterns Observable in the Evolution of Mathematics (1981) (0)
Further properties of -GMS; regular manifolds and generalized -cells (1949) (0)
Extension of a theorem of Mazurkiewicz (1931) (0)
Introduction to the foundations of mathematicc / Raymond L. Wilder (1965) (0)
The non-existence of a certain type of regular point set (1927) (0)
Elementary concepts; characterizations of \overline¹ and ¹ (1949) (0)
Extension of local and medsial properties to compactifactions with an application to éCech manifolds : technical note (1960) (0)
Books Received (1942) (0)
A plane, arcwise connected and connected im kleinen point set which is not strongly connected im kleinen (1932) (0)
A theorem on connected point sets which are connected im kleinen (1926) (0)
A characterization of manifold boundaries in $E_n$ dependent only on lower dimensional connectivities of the complement (1936) (0)
Non-metric spaces, with applications to subsets of the 2-sphere (1949) (0)
Chapter I: Historical Background of Innovations in Mathematics Curricula (1970) (0)
Basic algebraic topology (1949) (0)
A characterization of continuous curves by a property of their open subsets (0)
Recollections and Reflections (1973) (0)
Correction and Addendum to “Evolution of the Topological Concept of ‘Connected’” (This Monthly, 85 (1978) 720–726) (1980) (0)
Laws Governing the Evolution of Mathematics (1981) (0)
Consolidation: Force and Process (1981) (0)
Historical Episodes; a Laboratory for the Study of Cultural Change (1981) (0)
WILDER MANIFOLDS ARE LOCALLY ORIENTABLE BY GLEN E. BREDON (0)
Extension of local and medial properties to compactifications with an application to Čech manifolds (1961) (0)
The Nature of Culture and Cultural Systems (1981) (0)
Locally connected spaces; fundamental properties of the euclidean -sphere (1949) (0)
Research in general topology : final report (1953) (0)
Submanifolds of a manifold; decomposition into cells (1949) (0)
Nineteenth Meeting of the Association for Symbolic Logic (1956) (0)
Generalized manifolds; dualities of the Poincaré and Alexander type (1949) (0)
Mathematics and Its Relations to Other Disciplines. (1973) (0)
Algebraic and geometric topology : proceedings of a symposium held at Santa Barbara in honor of Raymond L. Wilder, July 25-29, 1977 (1978) (0)
Local connectedness and local co-connectedness (1949) (0)
Peano spaces; characterizations of ² and the 2-manifolds (1949) (0)
A converse of a theorem of E. H. Bing and its generalization (1961) (0)
Potential of a Theory or Field; Hereditary Stress (1981) (0)
Concerning Perfect Continuous Curves. (1930) (0)

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