Emeric Gioan

发表

Structures combinatoires et interactions

Emeric Gioan, 2013 .

Dynamic Distance Hereditary Graphs Using Split Decomposition

Emeric Gioan, Christophe Paul, C. Paul, 2007, ISAAC.

Bases, reorientations, and linear programming, in uniform and rank-3 oriented matroids

Emeric Gioan, Michel Las Vergnas, E. Gioan, 2004, Adv. Appl. Math..

The active bijection for graphs

Emeric Gioan, Michel Las Vergnas, E. Gioan, 2018, Adv. Appl. Math..

The Active Bijection between Regions and Simplices in Supersolvable Arrangements of Hyperplanes

Emeric Gioan, Michel Las Vergnas, 2006, Electron. J. Comb..

The active bijection in graphs, hyperplane arrangements, and oriented matroids, 1: The fully optimal basis of a bounded region

Emeric Gioan, Michel Las Vergnas, E. Gioan, 2009, Eur. J. Comb..

Orientations of Simplices Determined by Orderings on the Coordinates of their Vertices pdf

Emeric Gioan, Gérard Subsol, Kevin Sol, 2011, CCCG.

Computation with No Memory, and Rearrangeable Multicast Networks

Emeric Gioan, Emmanuel Thomé, Serge Burckel, 2014, Discret. Math. Theor. Comput. Sci..

Practical and Efficient Split Decomposition via Graph-Labelled Trees

Emeric Gioan, Christophe Paul, Derek G. Corneil, 2011, Algorithmica.

Mapping Computation with No Memory

Emeric Gioan, Emmanuel Thomé, Serge Burckel, 2009, UC.

Complete Graph Drawings up to Triangle Mutations

Emeric Gioan, E. Gioan, 2005, Discrete & Computational Geometry.

Activity preserving bijections between spanning trees and orientations in graphs

Emeric Gioan, Michel Las Vergnas, 2005, Discret. Math..

Recognition of dynamic circle graphs

Emeric Gioan, Christophe Paul, Christophe Crespelle, 2014 .

Fully Optimal Bases and the Active Bijection in Graphs, Hyperplane Arrangements, and Oriented Matroids

Emeric Gioan, Michel Las Vergnas, E. Gioan, 2007, Electron. Notes Discret. Math..

A Combinatorial Method for 3D Landmark-Based Morphometry: Application to the Study of Coronal Craniosynostosis

Emeric Gioan, Gérard Subsol, Kevin Sol, 2012, MICCAI.

Split decomposition and graph-labelled trees: characterizations and fully-dynamic algorithms for totally decomposable graphs pdf

Emeric Gioan, Christophe Paul, C. Paul, 2008, Discret. Appl. Math..

In Situ Design of Register Operations

Emeric Gioan, Serge Burckel, 2008, 2008 IEEE Computer Society Annual Symposium on VLSI.

Enumerating degree sequences in digraphs and a cycle-cocycle reversing system

Emeric Gioan, E. Gioan, 2007, Eur. J. Comb..

Combinatorial geometries: Matroids, oriented matroids and applications. Special issue in memory of Michel Las Vergnas

Emeric Gioan, Raul Cordovil, Komei Fukuda, 2015, Eur. J. Comb..

A Linear Programming Construction of Fully Optimal Bases in Graphs and Hyperplane Arrangements

Emeric Gioan, Michel Las Vergnas, 2009, Electron. Notes Discret. Math..

On the number of circuit-cocircuit reversal classes of an oriented matroid

Emeric Gioan, Chi Ho Yuen, 2019, Discret. Math..

Informatique Mathématique : une photographie en 2013

Mariette Yvinec, Jean-Daniel Boissonnat, Frédéric Chazal, 2013 .

Practical and Efficient Circle Graph Recognition

Emeric Gioan, Christophe Paul, Derek G. Corneil, 2011, Algorithmica.

Combinatorial geometries: Matroids, oriented matroids and applications. Special issue in memory of Michel Las Vergnas

Emeric Gioan, Raul Cordovil, Komei Fukuda, 2015, Eur. J. Comb..

Circle Graph Recognition in Time O(n+m) α(n+m) pdf

Emeric Gioan, Christophe Paul, Derek G. Corneil, 2011, ArXiv.

A Qualitative Reasoning Model for Software Testing, based on Combinatorial Geometry

Emeric Gioan, Spyros Xanthakis, E. Gioan, 2021, Artificial Intelligence Methods for Software Engineering.

On Tutte polynomial expansion formulas in perspectives of matroids and oriented matroids

Emeric Gioan, E. Gioan, 2018, Discret. Math..

On the evaluation at (j, j2) of the Tutte polynomial of a ternary matroid

Emeric Gioan, Michel Las Vergnas, 2007 .

Circuit-Cocircuit Reversing Systems in Regular Matroids

Emeric Gioan, 2008 .

The Active Bijection 2.b - Decomposition of activities for oriented matroids, and general definitions of the active bijection

Emeric Gioan, Michel Las Vergnas, 2018 .

Computing the fully optimal spanning tree of an ordered bipolar directed graph

Emeric Gioan, Michel Las Vergnas, E. Gioan, 2018, 1807.06552.

The Active Bijection 2.a - Decomposition of activities for matroid bases, and Tutte polynomial of a matroid in terms of beta invariants of minors

Emeric Gioan, Michel Las Vergnas, 2018 .

A new 3D morphometric method based on a combinatorial encoding of 3D point confguration: application to skull anatomy for clinical research and physical antropology.

Emeric Gioan, Gérard Subsol, José Braga, 2011 .