Alternate compactifications of moduli spaces of curves M Fedorchuk, DI Smyth
Handbook of Moduli: Volume I (Advanced Lectures in Mathematics) 24, 331-414, 2010
64 * 2010 Rigidity and polynomial invariants of convex polytopes M Fedorchuk, I Pak
56 2005 Singularities with G_m-action and the log minimal model program for J Alper, M Fedorchuk, DI Smyth
arXiv preprint arXiv:1010.3751, 2010
40 * 2010 Second flip in the Hassett–Keel program: existence of good moduli spaces J Alper, M Fedorchuk, DI Smyth
Compositio Mathematica 153 (8), 1584-1609, 2017
32 2017 Moduli spaces of hyperelliptic curves with A and D singularities M Fedorchuk
Mathematische Zeitschrift 276 (1), 299-328, 2014
31 2014 The Final Log Canonical Model of the Moduli Space of Stable Curves of Genus 4 M Fedorchuk
International Mathematics Research Notices 2012 (24), 5650-5672, 2012
31 2012 Finite Hilbert stability of (bi) canonical curves J Alper, M Fedorchuk, D Smyth
Inventiones mathematicae 191 (3), 671-718, 2011
31 2011 Ample divisors on moduli spaces of pointed rational curves M Fedorchuk, DI Smyth
J. Algebraic Geom. 20 (4), 599-629, 2011
29 * 2011 Second flip in the Hassett–Keel program: a local description J Alper, M Fedorchuk, DI Smyth, F van der Wyck
Compositio Mathematica 153 (8), 1547-1583, 2017
27 2017 Stability of 2nd Hilbert points of canonical curves M Fedorchuk, D Jensen
International Mathematics Research Notices 2013 (22), 5270-5287, 2013
20 2013 Cyclic covering morphisms on M0, n M Fedorchuk
arXiv preprint arXiv:1105.0655 17, 2011
19 2011 Stability of genus five canonical curves M Fedorchuk, DI Smyth
A celebration of algebraic geometry 18, 281-310, 2013
18 2013 Moduli spaces of weighted stable curves and log canonical models of M Fedorchuk
Mathematical Research Letters 18 (4), 663-675, 2011
16 * 2011 Log minimal model program for the moduli space of stable curves: The second flip J Alper, M Fedorchuk, DI Smyth, F Van der Wyck
arXiv preprint arXiv:1308.1148, 2013
15 2013 Direct sum decomposability of polynomials and factorization of associated forms M Fedorchuk
Proceedings of the London Mathematical Society 120 (3), 305-327, 2020
13 * 2020 Second flip in the Hassett–Keel program: projectivity J Alper, M Fedorchuk, DI Smyth
International Mathematics Research Notices 2017 (24), 7375-7419, 2017
12 2017 GIT semistability of Hilbert points of Milnor algebras M Fedorchuk
Mathematische Annalen 367 (1), 441-460, 2017
10 2017 GRÖBNER TECHNIQUES AND RIBBONS. A Deopurkar, M Fedorchuk, D Swinarski
Albanian Journal of Mathematics 8 (1), 2014
10 2014 Toward GIT stability of syzygies of canonical curves A Deopurkar, M Fedorchuk, D Swinarski
arXiv preprint arXiv:1401.6101, 2014
6 2014 Semiampleness criteria for divisors on M0, n M Fedorchuk
arXiv preprint arXiv:1407.7839 2 (3), 9, 2014
6 2014