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	Title	Authors / Editors	Date
unige:24405	Critical percolation in the plane : I. Conformal invariance and Cardy's formula. II. Continuum scaling limit	Smirnov, Stanislav	2001
unige:12213	On Littlewoods's constants	Beliaev, Dmitri; Smirnov, Stanislav	2005
unige:12063	Towards conformal invariance of 2D lattice models	Smirnov, Stanislav	2006
unige:11890	Conformal invariance in random cluster models. I. Holomorphic fermions in the Ising model	Smirnov, Stanislav	2007
unige:11944	Discrete complex analysis on isoradial graphs	Chelkak, Dmitry; Smirnov, Stanislav	2008
unige:8515	Non-uniform hyperbolicity in complex dynamics	Graczyk, Jacek; Smirnov, Stanislav	2009
unige:8523	Harmonic Measure and SLE	Beliaev, Dmitry; Smirnov, Stanislav	2009
unige:8527	Packing dimension of mean porous measures	Beliaev, Dmitry; Järvenpää, E.; Järvenpää, M.; Käenmäki, A.; ... Suomala, V.	2009
unige:11954	Off-critical lattice models and massive SLEs	Makarov, Nikolai; Smirnov, Stanislav	2009
unige:11886	Critical percolation: the expected number of clusters in a rectangle	Hongler, Clement; Smirnov, Stanislav	2010
unige:11955	Random conformal snowflakes	Beliaev, Dmitri; Smirnov, Stanislav	2010
unige:17561	Discrete complex analysis and probability	Smirnov, Stanislav	2010
unige:11887	On the scaling limits of planar percolation	Schramm, Oded; Smirnov, Stanislav	2010
unige:11888	Dimension of quasicircles	Smirnov, Stanislav	2010
unige:17259	Quasisymmetric distortion spectrum	Prause, Istvan; Smirnov, Stanislav	2011
unige:11959	The connective constant of the honeycomb lattice equals $sqrt{2+sqrt2}$	Duminil-Copin, Hugo; Smirnov, Stanislav	2012
unige:30553	Conformal invariance of lattice models	Duminil-Copin, Hugo; Smirnov, Stanislav	2012

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