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Herein, such models are obtained by using a novel approach based on a modified concept of component mode synthesis.
The mathematical formulation is based on vertical integration of the 3-D two-phase flow equations and incorporation of the modified concept of gravity-segregated vertical equilibrium (GSVE) which yields sharp interfaces separating the zones of mobile NAPL and groundwater.
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George and Veeramani [5] modified the concept of fuzzy metric space due to Kramosil and Michalek [4].
Ilizarov modified the concept of PSO by considering not only the frontal plane, but also the sagittal plane.
Next Deschrijver et al. [4] modified the concept of intuitionistic fuzzy normed spaces and introduced the notation of ℒ-fuzzy normed space.
For improving this problem, Deschrijver et al. [5] modified the concept of intuitionistic fuzzy normed spaces and introduced the notation of ℒ-fuzzy normed space.
Moreover, George and Veeramani [12, 13] modified the concept of fuzzy metric spaces and obtained a Hausdorff topology for this kind of fuzzy metric spaces.
In order to obtain a Hausdorff topology, George and Veeramani [9, 10] modified the concept of fuzzy metric space due to Kramosil and Michalek [11].
Further, George and Veeramani [3] modified the concept of fuzzy metric space introduced by Kramosil and Michalek [2] with a view to obtain a Hausdorff topology on it.
For instance, George and Veeramani [7] modified the concept of a fuzzy metric space introduced by Kramosil and Michalek [8] and defined the Hausdorff topology of a fuzzy metric space.
George and Veeramani [6, 7] modified the concept of fuzzy metric space introduced by Kramosil and Michalek [5] and obtained a Hausdorff topology for this kind of fuzzy metric spaces.
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