[20] Ofer Gabber, Qing Liu, Dino Lorenzini : Hypersurfaces of projective schemes and a moving lemma (July 2011), submitted.
[19] Ofer Gabber, Qing Liu, Dino Lorenzini : The index of an algebraic variety (second revised version of May 2012), submitted in December 2010.
[18] Qing Liu, Julien Sebag : The Grothendieck ring of varieties and piecewise isomorphisms(Springerlink DOI: 10.1007/s00209-009-0518-7),
Math. Z., 265 (2010), 321-342.
[17] Qing Liu: Stable reduction of finite covers of curves.
Compositio Math., 142 (2006), 101-118. DOI: 10.1112/S0010437X05001557
[16 ] Qing Liu, Dino Lorenzini, Michel Raynaud : On the Brauer group of a surface (Springerlink DOI: 10.1007/s00222-004-0403-2).
Invent. Math., 159 (2005), 673-676
[15] Qing Liu, Dino Lorenzini, Michel Raynaud : Néron models, Lie algebras, and reduction of curves of genus one (Springerlink DOI: 10.1007/s00222-004-0342-y ).
Invent. Math., 157 (2004), 455-518
[14] Qing Liu, Dino Lorenzini : Special fibers of Néron models and wild ramification
J. für die Reine und Angew. Math., 532 (2001), 179-222See also a detailed proof of Proposition 1.8 here.
[13] Qing Liu, Takeshi Saito : Inequality for conductor and differentials of a curve over a local field
J. Alg. Geometry, 9 (2000), 409-424
[12] Siegfried Bosch, Qing Liu : Rational points of the group of components of a Néron model (Springerlink).
Manuscripta Math., 98 (1999), 275-293
[11] Qing Liu, Dino Lorenzini : Models of curves and finite covers
Compositio Math., 118 (1999), 61-102
[10] Qing Liu : Modèles entiers de courbes hyperelliptiques sur un corps de valuation discrète
Trans. of AMS , 348 (1996), 4577-4610
[9] Bas Edixhoven, Qing Liu and Dino Lorenzini : The p-part of the group of components
J. Alg. Geometry, 5 (1996), 801-813
[8] Qing Liu, Marius van der Put : On one-dimensional separated rigid spaces
Indagationes Math., new series 6 (1995), 439-451
[7] Qing Liu : Tout groupe fini est un groupe de Galois sur Qp(T) d'après Harbater
Recent Developments in the Inverse Galois Problem, ed. M. Fried, AMS Contemporary Math. series 186 (1995), 261-265
[6] Qing Liu : Conducteur et discriminant minimal de courbes de genre 2
Compositio Math., 94 (1994), 51-79
[5] Qing Liu : Modèles minimaux des courbes de genre deux.
J. für die Reine und Angew. Math., 453 (1994), 137-164.
Errata to the printed version (scan by GDZ).
Errata to Namikawa-Ueno's article.
[4] Qing Liu : Courbes stables de genre 2 et leur schéma de modules(Springerlink DOI: 10.1007/BF01444884)
Math. Ann., 295 (1993), 201-222
[3] Qing Liu : Sur les espaces de Stein quasi-compacts en géométrie rigide
Tôhoku Math. J., 42 (1990), 289-306
[2] Qing Liu : Un contre-exemple au ``critère cohomologique d'affinoïdicité''
Comptes Rendus de l'Académie des Sciences, Paris, 307 (1988), 83-86
[1] Qing Liu : Ouverts analytiques d'une courbe algébrique en géométrie rigide
Ann. Inst. Fourier, 37 (1987), 39-64
[A2] Qing Liu : Algebraic Geometry and Arithmetic Curves
Oxford Graduate Texts in Math., 6 (2002), 576 pages, Oxford University Press. New (corrected) edition in 2006.
[A1] Qing Liu : Une mini introduction à la géométrie analytique rigide ( Pdf file)
Séminaire & Congrès, Soc. Math. France, 5 (2001), 43-61
[A3] Qing Liu : Reduction and lifting of finite covers of curves
Proceedings of the 2003 Workshop on Cryptography and Related Mathematics, Chuo University (2003), 161-180