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    On escaping sets of some families of entire functions and dynamics of composite entire functions

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    We consider two families of functions \mathcal{F}=\{f_{{\la},{\xi}}(z)= e^{-z+\la}+\xi: \la,\,\xi\in\C, \RE{\la}<0, \RE\xi\geq 1\} and \mathcal{F}'=\{f_{{\mu},{\ze}}(z)= e^{z+\mu}+\ze: \mu,\,\ze\in\C, \RE{\mu}<0, \RE\ze\leq-1\} and investigate the escaping sets of members of the family F\mathcal F and F′.\mathcal F'. We also consider the dynamics of composite entire functions and provide conditions for equality of escaping sets of two transcendental entire functions.Comment: 8 pages. Accepted in Math Student. arXiv admin note: text overlap with arXiv:1401.042

    Food security and sustainable agriculture in India: The water management challenge

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    Sustainable agriculture / Food security / Water management / Water scarcity / Groundwater depletion / Waterlogging / Salinity / Soil degradation / Water use efficiency / Productivity / Equity / Irrigation water / Pricing
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