(21) |
Quasimodularity and large genus limits of Siegel-Veech constants (Dawei Chen, Martin Möller and Don Zagier) (June 2016) |
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arXiv:1606.04065 |
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Latest Version (pdf) |
(20) |
Explicit formulas for infinitely many Shimura curves in genus 4 (Samuel Grushevsky and Martin Möller) (October 2015) |
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arXiv:1510.05674 |
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Latest Version (ps) Latest Version (pdf) |
(19) |
Cutting out arithmetic Teichmüller curves in genus two via Theta functions (André Kappes and Martin Möller) (April 2015) |
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arXiv:1504.00470 |
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Latest Version (ps) Latest Version (pdf) |
(18) |
The Deligne-Mumford and the Incidence Variety Compactifications of the Strata of the moduli space of Abelian differentials (Quentin Gendron) (March 2015) |
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arXiv:1503.03338 |
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Latest Version (ps) Latest Version (pdf) |
(17) |
Modular embeddings of Teichmüller curves (Martin Möller and Don Zagier) (arXiv:1503.05690) |
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(to appear: in Compositio Mathematica (2016)) |
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Latest Version (ps) Latest Version (pdf) |
(16) |
Orbifold points on Prym-Teichmüller curves in genus three (David Torres-Teigell and Jonathan Zachhuber) (February 2015) |
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arXiv:1502.05381 |
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Latest Version (pdf) |
(15) |
Teichmüller curves in genus three and just likely intersections in Gnm × Gna (Matt Bainbridge, Philipp Habegger and Martin Möller) (arXiv:1410.6835) |
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(to appear in: Publ. Math. IHES (2016)) |
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Latest Version (ps) Latest Version (pdf) |
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[Download] Sage file for the computer assisted proofs: g3fin_ch6.sage and g3fin_ch9.sage |
(14) |
Bounded negativity of self-intersection numbers of shimura curves on shimura surfaces (Martin Möller and Domingo Toledo) (arXiv:1407.5181) |
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(Algebra and Number Theory 9-4 (2015), 897-912) |
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Latest Version (ps) Latest Version (pdf) |
(13) |
On the Critical Exponent of Infinitely Generated Veech Groups (Ralf Lehnert) (April 2014) |
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arXiv:1404.2110 |
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Latest Version (pdf) |
(12) |
Shimura curves within the locus of genus3 hyperelliptic curves (Samuel Grushevsky and Martin Möller) (arXiv:1308.5155) |
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(Int Math Res Notices (2016) Vol. 2016 1603-1639) |
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Latest Version (ps) Latest Version (pdf) |
(11) |
A criterion for the simplicity of the Lyapunov spectrum of square-tiled surfaces (Carlos Matheus, Martin Möller and Jean-Christophe Yoccoz) (arXiv:1305.2033) |
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(Invent. Math. 202 (2013), 333-425) |
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Latest Version (pdf) |
(10) |
Lyapunov Exponents of Rank 2-Variations of Hodge Structures and Modular Embeddings (André Kappes) (arXiv:1303.1088) |
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(Ann. Inst. Fourier (Grenoble) (2014), 2037--2066) |
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Latest Version (ps) Latest Version (pdf) |
(9) |
Non-congruence of homology Veech groups in genus two (Christian Weiß) (January 2013) |
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arXiv:1301.6495 |
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Latest Version (ps) Latest Version (pdf) |
(8) |
Symplectic and Isometric SL(2,R) invariant subbundles of the Hodge bundle (Artur Avila, Alex Eskin and Martin Möller) (arXiv:1209.2854) |
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(to appear in: J. reine und angew. Math (2012)) |
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Latest Version (ps) Latest Version (pdf) |
(7) |
Twisted Teichmüller curves (Christian Weiß) (arXiv:1208.1895) |
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(Lecture Notes in Mathematics, Vol. 2104 2014, xvi+166)
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Latest Version (ps) Latest Version (pdf) |
(6) |
Lyapunov spectrum of ball quotients with applications to commensurability questions (André Kappes and Martin Möller) (arXiv:1207.5433) |
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(Duke Math. Journal, 165 (2016), 1-66) |
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Latest Version (ps) Latest Version (pdf) |
(5) |
Quadratic differentials in low genus: exceptional and non-varying (Dawei Chen and Martin Möller) (arXiv:1204.1707) |
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(Ann. Sci. ENS 47 (2014), 309–370) |
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Latest Version (ps) Latest Version (pdf) |
(4) |
Prym covers, theta functions and Kobayashi geodesics in Hilbert modular surfaces (Martin Möller) |
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(Amer. Journal. of Math. 135 (2014), 995–1022) |
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Latest Version (ps) Latest Version (pdf) |
(3) |
The locus of real multiplication and the Schottky locus (Matt Bainbridge and Martin Möller) (arXiv:1107.3832) |
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(J. Reine Angew. Math. 686 (2014), 167-186) |
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Latest Version (ps) Latest Version (pdf) |
(2) |
Non-varying sums of Lyapunov exponents of Abelian differentials in low genus (Dawei Chen and Martin Möller) (arXiv: 1104.3932) |
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(Geometry and Topology 12 (2012), 101-154) |
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Latest Version (ps) Latest Version (pdf) |
(1) |
Period functions for Hecke triangle groups, and the Selberg zeta function as a Fredholm determinant (Martin Möller and Anke Pohl) ( math.DS/1103.5235) |
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(Erg.Th.Dyn.Syst. 33 (2013), 247-283) |
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Latest Version (ps) Latest Version (pdf) |