Testing Whether a Binary and Prolongeable Regular Language LIs Geometrical or Not on the Minimal Deterministic Automaton of Pref(L). - Jean-Marc Champarnaud; Jean-Philippe Dubernard; Hadrien Jeanne (CIAA, 2008)

An Efficient Algorithm to Test Whether a Binary and Prolongeable Regular Language is Geometrical. - Jean-Marc Champarnaud; Jean-Philippe Dubernard; Hadrien Jeanne (Int. J. Found. Comput. Sci., 2009)

Geometricity of Binary Regular Languages. - Jean-Marc Champarnaud; Jean-Philippe Dubernard; Hadrien Jeanne (LATA, 2010)

Regular Geometrical Languages and Tiling the Plane. - Jean-Marc Champarnaud; Jean-Philippe Dubernard; Hadrien Jeanne (CIAA, 2010)

Geometrical Regular Languages and Linear Diophantine Equations. - Jean-Marc Champarnaud; Jean-Philippe Dubernard; Franck Guingne; Hadrien Jeanne (DCFS, 2011)

Decidability of Geometricity of Regular Languages. - Marie-Pierre Béal; Jean-Marc Champarnaud; Jean-Philippe Dubernard; Hadrien Jeanne; Sylvain Lombardy (Developments in Language Theory, 2012)

Approximate Regular Expressions and Their Derivatives. - Jean-Marc Champarnaud; Hadrien Jeanne; Ludovic Mignot (LATA, 2012)

Geometrical regular languages and linear Diophantine equations: The strongly connected case. - Jean-Marc Champarnaud; Jean-Philippe Dubernard; Franck Guingne; Hadrien Jeanne (Theor. Comput. Sci., 2012)

Enumeration of Specific Classes of Polycubes. - Jean-Marc Champarnaud; Quentin Cohen-Solal; Jean-Philippe Dubernard; Hadrien Jeanne (Electron. J. Comb., 2013)

A generic method for the enumeration of various classes of directed polycubes. - Jean-Marc Champarnaud; Jean-Philippe Dubernard; Hadrien Jeanne (Discret. Math. Theor. Comput. Sci., 2013)

Derivatives of Approximate Regular Expressions. - Jean-Marc Champarnaud; Hadrien Jeanne; Ludovic Mignot (Discret. Math. Theor. Comput. Sci., 2013)

Two-Sided Derivatives for Regular Expressions and for Hairpin Expressions. - Jean-Marc Champarnaud; Jean-Philippe Dubernard; Hadrien Jeanne; Ludovic Mignot (Fundam. Informaticae, 2015)