Volume 72 (2014) number 1

• J. Kovic, T. Pisanski, A. T. Balaban, P. W. Fowler: On Symmetries of Benzenoid Systems, pp. 3-26
• J. Kovic: How to Obtain the Number of Hexagons in a Benzenoid System from Its Boundary Edges Code, pp. 27-38
• V. Gineityte: Perturbative Analogue for the Concept of Conjugated Circuits in Benzenoid Hydrocarbons, pp. 39-73
• C. P. Chou, H. A. Witek: Determination of Zhang-Zhang Polynomials for Various Classes of Benzenoid Systems: Non-Heuristic Approach, pp. 75-104
• C. P. Chou, H. A. Witek: Closed-Form Formulas for the Zhang-Zhang Polynomials of Benzenoid Structures: Chevrons and Generalized Chevrons, pp. 105-124
• J. Rada, R. Cruz, I. Gutman: Benzenoid Systems with Extremal Vertex-Degree-Based Topological Indices, pp. 125-136
• N. Milosavljevic, D. Stevanovic: Detour Index of Hexagonal Chains, pp. 137-152
• Z. Lou, Q. Huang, D. Yiu: On the Characteristic Polynomial and the Spectrum of a Hexagonal System, pp. 153-164
• I. Sciriha, A. Farrugia, J. B. Gauci: The Adjacency Matrices of Complete and Nutful Graphs, pp. 165-178
• I. Z. Milovanovic, E. I. Milovanovic, A. Zakic: A Short Note on Graph Energy, pp. 179-182
• X. Li, Y. Shi, M. Wei, J. Li: On a Conjecture about Tricyclic Graphs with Maximal Energy, pp. 183-214
• S. B. Bozkurt, D. Bozkurt: On Incidence Energy, pp. 215-225
• K. C. Das, S. Sorgun: On Randic Energy of Graphs, pp. 227-238
• H. H. Li, Y. X. Zhou, L. Su: Graphs with Extremal Matching Energies and Prescribed Parameters, pp. 239-248
• H. Gomes, I. Gutman, E. Andrade Martins, M. Robbiano, B. San Martin: On Randic Spread, pp. 249-266
• H. Gomes, E. Martins, M. Robbiano, B. San Martin: Upper Bounds for Randic Spread, pp. 267-278
• Y. Alizadeh, V. Andova, S. Klavzar, R. Skrekovski: Wiener Dimension: Fundamental Properties and (5,0)-Nanotubical Fullerenes, pp. 279-294
• R. Skrekovski, I. Gutman: Vertex Version of the Wiener Theorem, pp. 295-300
• H. Lin: On the Wiener Index of Trees with Given Number of Branching Vertices, pp. 301-310
• H. Lin: Extremal Wiener Index of Trees with Given Number of Vertices of Even Degree, pp. 311-320
• M. Knor, B. Luzar, R. Skrekovski, I. Gutman: On Wiener Index of Common Neighborhood Graphs, pp. 321-332
• C. M. da Fonseca, M. Ghebleh, A. Kanso, D. Stevanovic: Counterexamples to a Conjecture on Wiener Index of Common Neighborhood Graphs, pp. 333-338
• T. Al-Fozan, P. Manuel, I. Rajasingh, R. Sundara Rajan: Computing Szeged Index of Certain Nanosheets Using Partition Technique, pp. 339-353