Volume 64 (2010) number 3

• M. V. Diudea: Counting Polynomials and Related Indices by Edge Cutting Procedures, pp. 569-590
• M. Arezoomand, B. Taeri: Applications of Generalized Hierarchical Product of Graphs in Computing the Szeged Index of Chemical Graphs, pp. 591-602
• D. Stevanovic: Counterexamples to Conjectures on Graphs with the Greatest Edge-Szeged Index, pp. 603-606
• D. J. Klein, V. R. Rosenfeld: The Degree-Product Index of Narumi and Katayama, pp. 607-618
• K. C. Das: On Geometric-Arithmetic Index of Graphs, pp. 619-630
• H. Hua: Trees with Given Diameter and Minimum Second Geometric–Arithmetic Index, pp. 631-638
• S. Wagner: A Note on the Inverse Problem for the Wiener Index, pp. 639-646
• K. C. Das, I. Gutman: Estimating the Wiener Index by Means of Number of Vertices, Number of Edges, and Diameter, pp. 647-660
• X. D. Zhang, Y. Liu, M. X. Han: Maximum Wiener Index of Trees with Given Degree Sequence, pp. 661-682
• N. Cohen, D. Dimitrov, R. Krakovski, R. Skrekovski, V. Vukasinovic: On Wiener Index of Graphs and Their Line Graphs, pp. 683-698
• B. Wu: Wiener Index of Line Graphs, pp. 699-706
• A. A. Dobrynin: On the Wiener Index of Fibonacenes, pp. 707-726
• I. Pesek, M. Rotovnik, D. Vukicevic, J. Zerovnik: Wiener Number of Directed Graphs and Its Relation to the Oriented Network Design Problem, pp. 727-742
• M. Liu, B. Liu, Q. Li: Erratum to "The Trees on n >=9 Vertices with the First to Seventeenth Greatest Wiener Indices are Chemical Trees", pp. 743-756
• Y. Dou, H. Bian, H. Gao, H. Yu: The Polyphenyl Chains with Extremal Edge-Wiener Indices, pp. 757-766
• S. Chen, W. Liu: Extremal Modified Schultz Index of Bicyclic Graphs, pp. 767-782
• O. Khormali, A. Iranmanesh, I. Gutman, A. Ahmadi: Generalized Schultz Index and Its Edge Versions, pp. 783-798
• J. Li, X. Li, L. Wang: The Minimal Estrada Index of Trees with Two Maximum Degree Vertices, pp. 799-810
• X. F. Pan, Z. R. Sun: The (n,m)-Graphs of Minimum Hosoya Index, pp. 811-820