References
- J. A. Bondy, U. S. R. Murty, Graph theory, Springer, Berlin, (2008).
- G. Chartrand and L. Lesniak, Graphs and digraphs, CRC Press, (2000).
- F. Harary, Graph theory, New Age International Pub., New Delhi., (2001).
- J. Kok, P. Fisher, B. Wilkens, M. Mabula, V. Mukungunugwa, Characteristics of finite Jaco graphs, Jn(1), n ε, preprint, arXiv: 1404.0484v1 [math.CO].
- J. Kok, P. Fisher, B. Wilkens, M. Mabula, V. Mukungunugwa, Characteristics of Jaco graphs, J∞(a), a ε, preprint, arXiv: 1404.1714v1 [math.CO].
- J. Kok, C. Susanth, S. J. Kalayathankal, A study on linear Jaco graphs, J. Inform. Math. Sci., 7(2), (2015), 69-80.
- J. Kok, Linear Jaco graphs: A critical review, J. Inform. Math. Sci., 8(2), (2016), 67-102.
- J. Kok, N.K. Sudev, K.P. Chithra, A study on Jaco-type graphs, J. Inform. Math. Sci., 8(2), (2016), 105-112.
- J. Kok, N.K. Sudev, K.P. Chithra, U. Mary, Propagating Graphs and Black Energy Dissipation, Communicated.
- J. Kok, N. K. Sudev, K. P. Chithra, U. Mary, On the vertex in-degrees of certain Jaco-type graphs, Southeast Asian Bull. Math., to appear.
- M. Rahman, A combinatorial interpretation of Hofstadter’s G-sequence, preprint, arXiv: 1105.1718v3 [math.CO].
- D. B. West, Introduction to graph theory, Pearson Education Inc., Delhi., 2001.