Allison Henrich
#89,559
Most Influential Person Now
American mathematician
Allison Henrich's AcademicInfluence.com Rankings
Allison Henrichmathematics Degrees
Mathematics
#4822
World Rank
#6821
Historical Rank
Measure Theory
#5481
World Rank
#6506
Historical Rank
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Mathematics
Allison Henrich's Degrees
- Bachelors Mathematics University of Chicago
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Why Is Allison Henrich Influential?
(Suggest an Edit or Addition)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.
Allison Henrich's Published Works
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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