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Titlebook: Mathematical Methods in Engineering; Theoretical Aspects Kenan Taş,Dumitru Baleanu,J. A. Tenreiro Machado Book 2019 Springer International

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Integral Balance Approach to 1-D Space-Fractional Diffusion Modelsal partial differential diffusion equation with Riemann–Liouville fractional derivative in space. The approximate method is based on two principal steps: the integral-balance method and a series expansion of an assumed parabolic profile with undefined exponent. The spatial correlation of the superdi
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Effect of Edge Deletion and Addition on Zagreb Indices of Graphsy means of similar graphs. The effect of edge addition on the first and second Zagreb indices was recently investigated by the authors. In this sequel paper, we consider the change in the first and second Zagreb indices of any simple graph . when an arbitrary edge is deleted. Further, we calculate t
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Localization of the Spectral Expansions Associated with the Partial Differential Operatorsl operators. In this we study the problems in the spaces of both smooth functions and singular distributions. We study spectral expansions of the distributions with the compact support and classify the distributions with the Sobolev spaces. All theorems are formulated in terms of the smoothness and
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A Modified and Enhanced Ant Colony Optimization Algorithm for Traveling Salesman ProblemSP). The traveling salesman problem is one of the famous and important problems and it has been used in the algorithms to analyze its performance in solving the discreet problems. The modified and enhanced ACO has been used for solving this problem and it is called MEACO. In MEACO the modification h
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A Note on the Upper Bound of Average Distance via Irregularity Indextheorem by Kouider and Winkler (J Graph Theory 25:95–99, 1997) on . and .. It is known that the mean distance and the average distance are the same parameters. To be more detailed, we will prove that if . is a connected graph of order . with minimum degree ., then the . of . does not exceed . where
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978-3-030-08168-3Springer International Publishing AG, part of Springer Nature 2019
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