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Nickolas Hein
Nickolas Hein
Benedictine College
Verified email at benedictine.edu
Title
Cited by
Cited by
Year
The Secant Conjecture in the real Schubert calculus
LD García-Puente, N Hein, C Hillar, AM Campo, J Ruffo, F Sottile, Z Teitler
Experimental Mathematics 21 (3), 252-265, 2012
222012
Modular Catalan numbers
N Hein, J Huang
European Journal of Combinatorics 61, 197-218, 2017
202017
Lower bounds in real Schubert calculus
N Hein, CJ Hillar, F Sottile
arXiv preprint arXiv:1308.4381, 2013
192013
A congruence modulo four in real Schubert calculus
N Hein, F Sottile, I Zelenko
Journal für die reine und angewandte Mathematik (Crelles Journal) 2016 (714 …, 2016
152016
Certification for polynomial systems via square subsystems
T Duff, N Hein, F Sottile
Journal of Symbolic Computation 109, 367-385, 2022
102022
Variations of the Catalan numbers from some nonassociative binary operations
N Hein, J Huang
Discrete Mathematics 345 (3), 112711, 2022
62022
A primal-dual formulation for certifiable computations in Schubert calculus
JD Hauenstein, N Hein, F Sottile
Foundations of Computational Mathematics 16 (4), 941-963, 2016
62016
Variations of the Catalan numbers from some nonassociative binary operations
N Hein, J Huang
arXiv preprint arXiv:1807.04623, 2018
52018
A lifted square formulation for certifiable Schubert calculus
N Hein, F Sottile
Journal of Symbolic Computation 79, 594-608, 2017
52017
The monotone secant conjecture in the real Schubert calculus
N Hein, CJ Hillar, A Martín del Campo, F Sottile, Z Teitler
Experimental Mathematics 24 (3), 261-269, 2015
5*2015
Beyond the Shapiro conjecture and Eremenko–Gabrielov lower bounds
N Hein, F Sottile
Lower Bounds Experimental Project, available at http://www. math. tamu. edu …, 0
5
Certifiable numerical computations in Schubert calculus
JD Hauenstein, N Hein, F Sottile
arXiv preprint arXiv:1212.3315, 2012
32012
A congruence modulo four for real Schubert calculus with isotropic flags
N Hein, F Sottile, I Zelenko
Canadian Mathematical Bulletin 60 (2), 309-318, 2017
22017
Nonassociativity measurements of some binary operations
N HEIN, JIA HUANG
arXiv preprint arXiv:1807.04623, 2018
12018
The Secant Conjecture in the Real Schubert Calculus
F Sottile, L Garcıa-Puente, C Hillar, J Ruffo, Z Teitler, N Hein, C Irving, ...
Experi, 0
1
Reality and Computation in Schubert Calculus
N Hein
arXiv preprint arXiv:1307.1833, 2013
2013
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Articles 1–16