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This paper reviews the validity of earlier models obtained after quantitative interpretation of GDS data and presents a fresh model using the inversion scheme EM2INV. Tile 2-D inversion of data is more objective than the earlier interpretation peribrmed by using trial and error method. The inversion results indicate that the present model differs from the earlier ones. The reason could be that available GDS data are sufficient only ibr deriving the horizontal variation of subsurface resistivity. In order to study the vertical resistivity variation additional MT sounding data would be required. It would therefore be desirable to carry out MT survey in the specified area. A more comprehensive/appropriate model could be derived from joint inversion of GDS and MT data.

In this paper, we study some comparative growth properties of composite entire functions on the basis of relative (p,q)-th order and relative (p,q)-th lower order of entire function with respect to another entire function where p and q are any two positive integers, here we also take relative L order and relative L * order form, to prove some comparative growth properties.

In this paper, we study some comparative growth properties of composite entire function of several complex variables, on the basis of relative order and relative lower order of an entire function with respect to an entire function. Here we are defining some definitions related to relative order and relative lower order in terms of central index. A Rastogi, Biswas, Pramanik, Somsundaram many authors work on central index.

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