Jean A. Larson | Academic Influence

Jean A. Larson's AcademicInfluence.com Rankings

Jean A. Larson

Mathematics

#7065

World Rank

#9677

Historical Rank

Measure Theory

#5586

World Rank

#6635

Historical Rank

mathematics Degrees

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Mathematics

Jean A. Larson's Degrees

PhD Mathematics Princeton University
Masters Mathematics Stanford University
Bachelors Mathematics University of California, Berkeley

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Why Is Jean A. Larson Influential?

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According to Wikipedia, Jean Ann Larson is an American mathematician. She is a set theorist, a historian of mathematical logic, and a professor at the University of Florida. She was the first woman to earn a doctorate in mathematics from Dartmouth College, and is known for her research in infinitary combinatorics and the theory of linear spaces.

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Jean A. Larson'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

A short proof of a partition theorem for the ordinal ωω (1973) (25)
Pairwise Balanced Designs Whose Line Sizes Do Not Divide Six (1983) (21)
A partition theorem for a large dense linear order (2005) (14)
Sets of natural numbers of positive density and cylindric set algebras of dimension 2 (1981) (14)
Pinning countable ordinals (1975) (13)
Counting canonical partitions in the random graph (2008) (13)
A Diamond Example of an Ordinal Graph with No Infinite Paths (1990) (11)
Square-free and cube-free colorings of the ordinals. (1980) (10)
Partitions of large Rado graphs (2009) (7)
On a problem of Erdős and Rado (1997) (6)
Martin's Axiom and Ordinal Graphs: Large Independent Sets or Infinite Paths (1990) (5)
The number of one-generated cylindric set algebras of dimension greater than two (1985) (5)
Ordinal Partition Behavior of Finite Powers of Cardinals (1993) (5)
An Ordinal Partition from a Scale (1998) (4)
Some graphs with chromatic number three (1979) (4)
A counter-example in the partition calculus for an uncountable ordinal (1980) (4)
An ordinal partition avoiding pentagrams (2000) (4)
A GCH example of an ordinal graph with no infinite path (1987) (4)
A quest for certain linear spaces on thirty points (1984) (4)
The number of one-generated diagonal-free cylindric set algebras of finite dimension greater than two (1983) (3)
An Independence Result for Pinning for Ordinals (1979) (3)
The Nonexistence of Certain Projective Planes of Order 15 (1992) (3)
Matchings from a set below to a set above (1991) (3)
A Consequence of No Short Scale for Ordinal Graphs with No Infinite Paths (1986) (2)
Colorful Partitions of Cardinal Numbers (1979) (2)
A solution for scattered order types of a problem of Hagendorf (1978) (2)
On Pairwise Balanced Block Designs with the Sizes of Blocks as Undtorm as Possible (1982) (2)
An application of CAT (2006) (2)
The quasi order of graphs on an ordinal (2011) (2)
Partition relations on a plain product order type (2006) (2)
Pinning for pairs of countable ordinals (1980) (2)
Ramsey Theory for Countable Binary Homogeneous Structures (2005) (1)
The number of finitely generated infinite cylindric set algebras of dimension two (1984) (1)
Set Theory and Foundations of Mathematics: An Introduction to Mathematical Logic (2020) (0)
Set Theory and Foundations of Mathematics: An Introduction to Mathematical Logic: Volume II: Foundations of Mathematics (0)
1 Overview of Baumgartner ’ s Life (2017) (0)
Multicolored graphs on countable ordinals of finite exponent (1999) (0)
1999–2000 Winter Meeting of the Association for Symbolic Logic (2000) (0)
A Picaresque Approach to Set Theory Genealogy (1998) (0)
In memoriam: James Earl Baumgartner (1943–2011) (2017) (0)
Some Canonical Partition Ordinals (1993) (0)
Continuous Maps on Aronszajn Trees (2011) (0)
Review: W. Hanf, On a Problem of Erdos and Tarski; D. Monk, D. Scott, Additions to Some Results of Erdos and Tarski; A. Hajnal, Remarks on the Theory of W. P. Hanf (1974) (0)
Continuous Maps on Aronszajn Trees (2010) (0)
ON PA RWISE BALANCED BLOCK DESIGNS WITH THE SIZES OF BLOCKS AS UNIFORM AS POSSIBLE P. ERDŐS and J. LARSON (1982) (0)
Resources and programs of the National Agricultural Library (1992) (0)
Infinite Combinatorics (2012) (0)
Review: S. B. Grantham, Galvin's "Racing Pawns" Game and a Well-Ordering of Trees (1990) (0)
The Secret Code Is...R.E.A.D.: A Program Guide for the Texas Reading Club 1990. (1990) (0)

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