Completing partial Latin squares with two filled rows and two filled columns.
Completion of the Wilf-classification of 3-5 pairs using generating trees.
Complétude en théorie sur graphes orientés
Complex Hadamard Matrices contained in a Bose–Mesner algebra
Acomplex Hadamard matrix is a square matrix H with complex entries of absolute value 1 satisfying HH* = nI, where * stands for the Hermitian transpose and I is the identity matrix of order n. In this paper, we first determine the image of a certain rational map from the d-dimensional complex projective space to Cd(d+1)/2. Applying this result with d = 3, we give constructions of complex Hadamard matrices, and more generally, type-II matrices, in the Bose–Mesner algebra of a certain 3-class symmetric...
Complexes of Directed Trees of Complete Multipartite Graphs
Complexité de l'arboricité linéaire d'un graphe
Complexité de l'arboricité linéaire d'un graphe II
Complexité de problèmes liés aux graphes sans circuit
Complexité de suites définies par des billards rationnels
Complexité et automates cellulaires linéaires
Complexité et automates cellulaires linéaires
The aim of this paper is to evaluate the growth order of the complexity function (in rectangles) for two-dimensional sequences generated by a linear cellular automaton with coefficients in , and polynomial initial condition. We prove that the complexity function is quadratic when l is a prime and that it increases with respect to the number of distinct prime factors of l.
Complexity aspects of the Helly property: graphs and hypergraphs.
Complexity of decomposing graphs into factors with given diameters or radii
Complexity of sequences defined by billiard in the cube
Component evolution in random intersection graphs.
Comportement asymptotique des fonctions harmoniques sur les arbres
Composantes préconservatives minimales d'un réseau de Petri : étude structurelle
Composing T-designs
Composition and structure of social networks
Social networks representing one or more relationships between individuals and one or more categorical characteristics of the individuals exhibit both structure and composition. Probabilistic models of such networks can be used for analyzing the interrelations between structural and compositional variables, for instance in order to find how structure can be explained by composition or how structure explains composition. Different models are discussed and different statistical methods are employed...
Composition of transpositions and equality of ribbon Schur -functions.