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Margaret H. Regan
Margaret H. Regan
Verified email at math.duke.edu - Homepage
Title
Cited by
Cited by
Year
The nature of the assembly process in chromonic liquid crystals
PJ Collings, JN Goldstein, EJ Hamilton, BR Mercado, KJ Nieser, ...
Liquid Crystals Reviews 3 (1), 1-27, 2015
662015
Trplp-trifocal relative pose from lines at points
R Fabbri, T Duff, H Fan, MH Regan, DC Pinho, E Tsigaridas, CW Wampler, ...
Proceedings of the IEEE/CVF Conference on Computer Vision and Pattern …, 2020
27*2020
Large assembly formation via a two-step process in a chromonic liquid crystal
EA Mills, MH Regan, V Stanic, PJ Collings
The Journal of Physical Chemistry B 116 (45), 13506-13515, 2012
252012
Machine learning the real discriminant locus
EA Bernal, JD Hauenstein, D Mehta, MH Regan, T Tang
Journal of Symbolic Computation 115, 409-426, 2023
232023
Galois/monodromy groups for decomposing minimal problems in 3D reconstruction
T Duff, V Korotynskiy, T Pajdla, MH Regan
SIAM Journal on Applied Algebra and Geometry 6 (4), 740-772, 2022
232022
Adaptive strategies for solving parameterized systems using homotopy continuation
JD Hauenstein, MH Regan
Applied Mathematics and Computation 332, 19-34, 2018
232018
Trifocal relative pose from lines at points
R Fabbri, T Duff, H Fan, M Regan, DC de Pinho, E Tsigaridas, C Wampler, ...
IEEE Transactions on Pattern Analysis and Machine Intelligence 45 (6), 7870-7884, 2022
102022
Real monodromy action
JD Hauenstein, MH Regan
Applied Mathematics and Computation 373, 124983, 2020
82020
Kinematic geometry of spatial RSSR mechanisms
M Rotzoll, MH Regan, ML Husty, MJD Hayes
Mechanism and Machine Theory 185, 105335, 2023
72023
Trifocal relative pose from lines at points and its efficient solution
R Fabbri, T Duff, H Fan, M Regan, DC de Pinho, E Tsigaridas, C Wampler, ...
arXiv preprint arXiv:1903.09755, 2019
42019
polyTop: Software for computing topology of smooth real surfaces
DA Brake, JD Hauenstein, MH Regan
Mathematical Software–ICMS 2018: 6th International Conference, South Bend …, 2018
32018
A numerical method for solving elliptic equations on real closed algebraic curves and surfaces
W Hao, JD Hauenstein, MH Regan, T Tang
Journal of Scientific Computing 99 (2), 56, 2024
22024
Parameterized Polynomial Systems and Their Applications
MH Regan
University of Notre Dame, 2020
22020
Evaluating and differentiating a polynomial using a pseudo-witness set
JD Hauenstein, MH Regan
Mathematical Software–ICMS 2020: 7th International Conference, Braunschweig …, 2020
12020
Polynomial systems, homotopy continuation and applications
T Duff, M Regan
NOTICES OF THE AMERICAN MATHEMATICAL SOCIETY 70 (1), 0
1
Using data as an input to parameterized polynomial systems
MH Regan
International Journal of Data Science in the Mathematical Sciences, 2024
2024
Using monodromy to recover symmetries of polynomial systems
T Duff, V Korotynskiy, T Pajdla, M Regan
Proceedings of the 2023 International Symposium on Symbolic and Algebraic …, 2023
2023
Assembly Processes in Chromonic Liquid Crystals: IR-806 and Pinacyanol Acetate
MH Regan
2014
Real monodromy for optimal homotopies
M Regan
2025 Spring Southeastern Sectional Meeting, 0
Jonathan D. Hauenstein, Dhagash Mehta, Margaret H. Regan, Samantha N. Sherman, and Charles W. Wampler
MH Regan
NOTICES OF THE AMERICAN MATHEMATICAL SOCIETY 72 (2), 0
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