Accepted papers

  • Title:
    Lower Bounds on the Roman and Independent Roman Domination Numbers
    Authors:
    Mustapha Chellali, Teresa W. Haynes, Stephen T. Hedetniemiready for print
    Classification:
    2000 Mathematical Subject Classification: 05C69
    Keywords:
    Keywords and phrases: Roman domination, independent domination, total domination, ve-domination
    Doi:
    Vol. 10 (2016) Doi:10.2298/AADM151112023C
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  • Title:
    Protecting a Graph with Mobile Guards
    Authors:
    William Klostermeyer, Kieka Mynhardtready for print
    Classification:
    2000 Mathematical Subject Classification: 05C69
    Keywords:
    Keywords and phrases: Dominating set, Eternal Dominating Set, Graph Protection, Eternal Vertex Cover
    Doi:
    Vol. 10 (2016) Doi:10.2298/AADM151109021K
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  • Title:
    On the adjacency dimension of graphs
    Authors:
    Alejandro Estrada-Moreno, Yunior Ramírez-Cruz, Juan Alberto Rodríguez-Velázquezready for print
    Classification:
    2000 Mathematical Subject Classification: 5C75, 05C12, 05C76
    Keywords:
    Keywords and phrases: Adjacency dimension, metric dimension, k-metric dimension
    Doi:
    Vol. 10 (2016) Doi:10.2298/AADM151109022E
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  • Title:
    On graphs with small game domination number
    Authors:
    Sandi Klavžar, Gašper Košmrlj, Simon Schmidtaccepted manuscript
    Received/Revised:
    Received: May 13, 2015., Revised: January 13, 2016.
    Classification:
    2000 Mathematical Subject Classification: 05C57, 05C12, 05C69
    Keywords:
    Keywords and phrases: Domination game, Game domination number, Diameter, Gamburger
    Doi:
    Vol. 10 (2016) Doi:10.2298/AADM160207003K
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  • Title:
    ON TREES WITH MAXIMUM ALGEBRAIC CONNECTIVITY
    Authors:
    Nair Abreu, Oscar Rojo, Lilian Markenzon, Luciana Leeaccepted manuscript
    Received/Revised:
    Received: May 07, 2015., Revised: February 03, 2016.
    Classification:
    2000 Mathematical Subject Classification: 05C05, 05C50, 05C40
    Keywords:
    Keywords and phrases: Laplacian matrices, algebraic connectivity, diameter-path tree, bottleneck matrices, characteristic vertex (vertices)
    Doi:
    Vol. 10 (2016) Doi:10.2298/AADM160207002A
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  • Title:
    Simple Parametrization Methods for Generating Adomian Polynomials
    Authors:
    K. K. Kataria, P. Vellaisamyaccepted manuscript
    Received/Revised:
    Received: July 15, 2015., Revised: January 9, 2016.
    Classification:
    2000 Mathematical Subject Classification: 41A10, 49M27
    Keywords:
    Keywords and phrases: Nonlinear operators, Formal power series, Adomian polynomials, Adomian decomposition method
    Doi:
    Vol. 10 (2016) Doi:10.2298/AADM160123001K
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