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