Graph Theory and its Applications

Foreword / Preface / Special classes of Graphs: Homogeneously representable interval bigraphs / Characterization of sigrahs whose negations are swithching equivalent to their iterated line sigraphs / Structure of the simple congruence modulo n graph / On circulant graphs / Fuzzy graphs: Some recent results / Decomposition and graph labeling: Least common multiple of a path and a star / Equitable labelings of graphs: An update / Odd Graceful labelings of countable infinite locally finite bipartite graphs / Further results on the irregularity sum for graphs / Skolem graceful labelings of unions of paths / Minimal n-Equitability of C2n K1 , C3n K1 and C5n K1 / More results on integral sum graphs / A New class of graceful graphs / Strongly indexable graphs / Ek-Cordial labellings of graphs / On divisor graphs / Domination: On independent domination number / The split edge domination and split edge neighbourhood numbers of a graph / Inverse neighbourhood and and inverse edge neighbourhood numbers of a graph / Distance two-domination and total distance two domination in subdivision graphs / Cubic graphs with equal domination number and chromatic number / Graphic Sequences: Characterization of forcibly Ln-outerplanar graphic sequences / Construction of oriented graphs / Algebra and graphs theory: A Study on complete matroids / Code and Wave additions in graphs / Spectra and energy of graphs obtained from complete graph / Ramsey theory: Ramsey multiplicity of graphs / Applications: Integrity of P2 x Cn / Tree code modulo tree replacement system / Author Index