Margaret H. Regan

16. Woojin Kim, Ezra Miller, Samantha Moore, and Margaret H. Regan,
    Functorial endpoints for multiparameter persistence. In progress.

15. Shreya Arya, William He, Ezra Miller, and Margaret H. Regan,
    Computing presentations for real biparameter persistent homology from fly wing vein splines. In progress.

14. Wenrui Hao, Jonathan D. Hauenstein, Margaret H. Regan, and Tingting Tang,
    A numerical method for solving elliptic equations on real closed algebraic curves and surfaces. In preparation.

13. Timothy Duff, Viktor Korotynskiy, Tomas Pajdla, and Margaret H. Regan,
    Using monodromy to recover symmetries of polynomial systems (pdf).
    A version of this article appeared in ISSAC 2023, Association for Computing Machinery, 251-259..

12. Mirja Rotzoll, Margaret H. Regan, Manfred L. Husty, and M. John D. Hayes,
    Kinematic geometry of spatial RSSR mechanisms (pdf).
    A version of this article will appeared in Mechanism and Machine Theory, 185, 105335, 2023.

11. Edgar A. Bernal, Jonathan D. Hauenstein, Dhagash Mehta, Margaret H. Regan, and Tingting Tang,
    Machine Learning the Discriminant Locus (pdf).
    A version of this article appeared in Journal of Symbolic Computation, 115, 409-426, 2023.

10. Timothy Duff and Margaret H. Regan,
    Polynomial systems, homotopy continuation, and applications (pdf).
    A version of this article appeared in Notices of the American Mathematical Society, 70(1), 151-155, 2023.

9. Ricardo Fabbri, Timothy Duff, Hongyi Fan, Margaret H. Regan, David da Costa de Pinho, Elias Tsigaridas, Charles W. Wampler, Jonathan D. Hauenstein, Peter Giblin, Benjamin Kimia, Anton Leykin, and Tomas Pajdla,
   TRPLP - Trifocal relative pose from lines at points (pdf).
   A version of this article appeared in IEEE Transactions on Pattern Analysis and Machine Intelligence(PAMI), 1-14, 2022.

8. Timothy Duff, Viktor Korotynskiy, Tomas Pajdla, and Margaret H. Regan,
   Galois/monodromy groups for decomposing minimal problems in 3D reconstruction (pdf).
   A version of this article appeared in SIAM Journal on Applied Algebraic Geometry, 6(4), 740-772, 2022..

7. Jonathan D. Hauenstein and Margaret H. Regan,
   Real monodromy action (pdf).
   A version of this article appeared in Applied Mathematics and Computation, 373, 124983, 2020.

6. Ricardo Fabbri, Timothy Duff, Hongyi Fan, Margaret H. Regan, David da Costa de Pinho, Elias Tsigaridas, Charles W. Wampler, Jonathan D. Hauenstein, Peter Giblin, Benjamin Kimia, Anton Leykin, and Tomas Pajdla,
   TRPLP - Trifocal relative pose from lines at points (pdf).
   A version of this article appeared in 2020 IEEE/CVPR Conference on Computer Vision and Pattern Recognition.

5. Jonathan D. Hauenstein and Margaret H. Regan,
   Evaluating and differentiating a polynomial using a pseudo-witness set (pdf, computation page).
   A version of this article appeared in LCNS, 12097, 61-69, 2020.
   Presented by Margaret H. Regan at ICMS 2020.

4. Jonathan D. Hauenstein and Margaret H. Regan,
   Adaptive strategies for solving parametrized systems using homotopy continuation (pdf, computation page).
   A version of this article appeared in Applied Mathematics and Computation, 332, 19-34, 2018.

3. Danielle A. Brake, Jonathan D. Hauenstein, and Margaret H. Regan,
   polyTop: Software for computing topology of smooth real surfaces (pdf, software).
   A version of this extended abstract appeared in LNCS, 10931, 397-404, 2018.
   Presented by Margaret H. Regan at ICMS 2018.

2. Peter J. Collings, Joshua N. Goldstein, Elizabeth J. Hamilton, Bejamin R. Mercado, Kenneth J. Nieser, and Margaret H. Regan,
   The nature of the assembly process in chromonic liquid crystals .
   A version of this article appeared in Liquid Crystals Reviews, 3(1), 1-27, 2015.

1. Elizabeth A. Mills, Margaret H. Regan, Vesna Stanic, and Peter J. Collings,
   Large Assembly Formation via a Two-Step Process in a Chromonic Liquid Crystal .
   A version of this article appeared in The Journal of Physical Chemistry B, 116 (45), 13506-13515, 2012.

College of the Holy Cross - MATH 136 - Calculus 2 (Fall 2023)

 

Duke University - MATH 221 - Linear Algebra and Applications (Spring 2023)

 

Duke University - MATH 502 - Algebraic Structures II (Spring 2023)

 

Duke University - MATH 221 - Linear Algebra and Applications (Fall 2022)

Course Syllabus     Course Schedule     Homework Assignments

Exam Schedule:

• Midterm 1 -- Tuesday, September 27 (in class)
• Midterm 2 -- Tuesday, October 25 (in class)
• Midterm 3 -- Tuesday, November 29 (in class)
• Final -- either Saturday, December 17 from 7 - 10 pm ET (Section 1) or Thursday, December 15 from 2 - 5 pm ET (Section 2)

 

Duke University Pratt in Costa Rica Program - MATH 353A - Ordinary and Partial Differential Equations (Summer 2022 Term 2)

Course Syllabus     Course Schedule

Exam Schedule:

• Midterm -- Thursday, July 21 (in class)
• Final -- Saturday, August 6

 

Duke University - MATH 490 - Topics Course in Numerical Algebraic Geometry (Spring 2022)

Course Syllabus    

Exam Schedule:

• Midterm 1 -- Thursday, February 17 (in class)
• Midterm 2 -- Thursday, March 17 (in class)
• Final presentations -- Friday, April 29 from 7 - 10 pm ET

 

Duke University - MATH 221 - Linear Algebra and Applications (Fall 2021)

Course Syllabus     Homework Assignments

Exam Schedule:

• Midterm 1 -- Tuesday, September 21 (in class)
• Midterm 2 -- Tuesday, October 19 (in class)
• Midterm 3 -- Thursday, November 18 (in class)
• Final -- either Friday, December 10 from 9 am - 12 pm ET (Section 1) or Saturday, December 11 from 7 - 10 pm ET (Section 5)

 

Duke University - MATH 221 - Linear Algebra and Applications (Spring 2021)

Course Syllabus     Homework Assignments

Exam Schedule:

• Midterm 1 -- Wednesday, February 17 (in class)
• Midterm 2 -- Wednesday, March 17 (in class)
• Midterm 3 -- Wednesday, April 14 (in class)
• Final -- Wednesday, April 28 either from 9 am - 12 pm ET (Section 1) or 2 - 5 pm ET (Section 2)

 

Duke University - MATH 371 - Combinatorics (Fall 2020)

Course Syllabus     Homework Assignments

Exam Schedule:

• Midterm 1 -- Wednesday, September 9 (take home)
• Midterm 2 -- Wednesday, October 7 (take home)
• Midterm 3 -- Wednesday, October 28 (take home)
• Final -- Monday, November 23 from 2 - 5 pm ET

 

University of Notre Dame - ACMS 20620 - Applied Linear Algebra (Fall 2019)

Course Syllabus     Homework Assignments

Exam Schedule:

• Midterm 1 -- Friday, March 1 (in class)
• Midterm 2 -- Wednesday, April 17 (in class)
• Final -- Thursday, May 9 from 4:15 - 6:15 pm

 

Westville Education Initiative, Holy Cross College - Math 210 - Statistics (Teaching Assistant)

 

Westville Education Initiative, Holy Cross College - Math 113 - College Algebra (Course Syllabus)

 

University of New Hampshire - Math 426 - Calculus 2 (Teaching Assistant) (student reviews)