Allison Henrich | Academic Influence

Allison Henrich's AcademicInfluence.com Rankings

Allison Henrich

Mathematics

#4822

World Rank

#6821

Historical Rank

Measure Theory

#5481

World Rank

#6506

Historical Rank

mathematics Degrees

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Mathematics

Allison Henrich's Degrees

Bachelors Mathematics University of Chicago

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Why Is Allison Henrich Influential?

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According to Wikipedia, Allison Henrich is an American mathematician specializing in knot theory and also interested in undergraduate-level mathematics research mentorship. She is a professor of mathematics at Seattle University.

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Allison Henrich'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 Sequence of Degree One Vassiliev Invariants for Virtual Knots (2008) (81)
THE THEORY OF PSEUDOKNOTS (2012) (25)
CLASSICAL AND VIRTUAL PSEUDODIAGRAM THEORY AND NEW BOUNDS ON UNKNOTTING NUMBERS AND GENUS (2009) (22)
Knots, Links, Spatial Graphs, and Algebraic Invariants (2017) (22)
Reducing Math Anxiety: Findings from Incorporating Service Learning into a Quantitative Reasoning Course at Seattle University (2011) (20)
Polynomial knot and link invariants from the virtual biquandle (2011) (15)
Semiquandles and flat virtual knots (2009) (14)
Unknotting Unknots (2010) (13)
A Midsummer Knot's Dream (2010) (12)
Knot Fertility and Lineage (2017) (11)
On the Coloring of Pseudoknots (2013) (9)
Knots Related by Knotoids (2019) (9)
Addressing Negative Math Attitudes With Service-Learning (2016) (5)
The Link Smoothing Game (2011) (5)
The Region Unknotting Game (2017) (5)
Isotopy and Homotopy Invariants of Classical and Virtual Pseudoknots (2013) (4)
A Mathematician’s Practical Guide to Mentoring Undergraduate Research (2019) (3)
A Knot Game with _not KNerds (2012) (2)
The Signed Weighted Resolution Set is Not a Complete Pseudoknot Invariant (2014) (2)
Improving Student Success in Calculus at Seattle University (2016) (2)
Successfully Mentoring Undergraduates in Research: A How To Guide for Mathematicians (2017) (2)
Encyclopedia of Knot Theory (2021) (1)
Upper Bounds for an Unknotting Sequence of Reidemeister Moves (2010) (1)
Tangle Insertion Invariants for Pseudoknots, Singular Knots, and Rigid Vertex Spatial Graphs (2016) (1)
The Region Smoothing Swap Game (2019) (1)
Robert Bosch: From Dominos To Traveling Salespeople (2019) (0)
KNOTRIS: A Game Inspired by Knot Theory (2021) (0)
Minimal Diagrams of Free Knots (2010) (0)
John Edmark: Art in Motion (2021) (0)
A Grateful Acknowledgement of PRIMUS Reviewers (2018) (0)
Virtual mosaic knot theory (2020) (0)
An Upper Bound on the Number of Reidemeister Moves Required to Unknot an Unknot (2010) (0)
Veronika Irvine: The Art and Mathematics of Making Bobbin Lace (2018) (0)
ABSTRACTS OF TALKS PRESENTED TO THE ILLINOIS, INDIANA, AND MICHIGAN SECTIONS OF THE MAA 1. Introduction The Spring 2018 Tri-Section Meeting of the Illinois, Indiana, and Michigan Sections of the Mathemat- (2018) (0)
The Paul R. Halmos–Lester R. Ford Awards for 2019 (2020) (0)
Irreducibly Odd Graphs (2010) (0)
Henry Segerman: Visualizing Topology (2020) (0)
Dixie flyer : Cake-walk and two step (0)
Petal projections, knot colorings and determinants (2020) (0)
Knot and link invariants from the Alexander virtual biquandle (2011) (0)
Minimal Diagrams of Free Knots, Irreducibly Odd Graphs and Permutations (2010) (0)
The KnotLink Game (2020) (0)
PETAL PROJECTIONS, KNOT COLORINGS & DETERMINANTS (2020) (0)
A Persistent Little Tangle: The Chefalo Rope Trick (2023) (0)
Semiquandles and flat virtuals (2009) (0)
How to Get Your PhD: A Handbook for the Journey by Gavin Brown (2022) (0)

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What Schools Are Affiliated With Allison Henrich?

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