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Publications de l'Institut MathématiquePublisher: Matematički institut SANU, BeogradISSN: 0350-1302Issue: (N.S.) 79 (93)Date: 2006Journal Homepage Editorial BoardImpressum   More About Singular Line Graphs of Trees 1 - 12 M. C. Marino, I. Sciriha, S. K. Simić and D. V. Tošić   AbstractKeywords: trees, line graphs, generalized line graphs, singular graphsMSC: 05C50DOI: 10.2298/PIM0693001MZbl: 1121.05073 On the Index of Cactuses With n Vertices 13 - 18 Bojana Borovićanin and Miroslav Petrović   AbstractKeywords: cactus, bundle, index of graphMSC: 05C50DOI: 10.2298/PIM0693013BZbl: 1121.05070 Some Trees Characterized by Eigenvalues and Angles 19 - 27 Dragan Stevanović and Vladimir Brankov   AbstractMSC: 05C50DOI: 10.2298/PIM0693019SZbl: 1121.05075 Determination of Large Families and Diameter of Equiseparable Trees 29 - 36 Zoran Stanić   AbstractKeywords: equiseparable tree, saturation, number partition, diameterMSC: 05C05 11P81DOI: 10.2298/PIM0693029SZbl: 1121.05032 Gitterpunkte in Superkugeln 37 - 49 Ekkehard Krätzel   AbstractKeywords: lattice points, convex bodies, super spheresMSC: 11P21DOI: 10.2298/PIM0693037KZbl: 1164.11060 Existence of Regularly and Rapidly Varying Solutions for a Class of Third Order Nonlinear Ordinary Differential Equations 51 - 64 Jaroslav Jaroš, Kusano Takasi and Vojislav Marić   AbstractMSC: 34C11 34D05DOI: 10.2298/PIM0693051JZbl: 1164.34394 Markovian Black and Scholes 65 - 72 E. Omey and S. Van Gulck   AbstractMSC: 60J20 62P05; 91B28DOI: 10.2298/PIM0693065OZbl: 1121.60080 The Method of Stationary Phase for Once Integrated Group 73 - 93 Ramiz Vugdalić and Fikret Vajzović   AbstractKeywords: Strongly continuous group, once integrated semigroup (group), method of stationary phaseMSC: 47D03 47D62 On Curvature Characterizations of Some Hypersurfaces in Spaces of Constant Curvature 95 - 107 Katarzyna Sawicz   AbstractKeywords: warped product, hypersurface, pseudosymmetry type condition, the Roter type equationMSC: 53B20; 53B25 53C25DOI: 10.2298/PIM0693095SZbl: 1121.53012 Common Spectral Properties of Linear Operators A and B Such That ABA=A<sup>2</sup> and BAB=B<sup>2</sup> 109 - 114 Christoph Schmoeger   AbstractKeywords: operator equation, spectrumMSC: 47A10DOI: 10.2298/PIM0693109SZbl: 1122.47004

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