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Mohd Arshad Ansari

Researcher at University of Hyderabad

Publications -  21
Citations -  612

Mohd Arshad Ansari is an academic researcher from University of Hyderabad. The author has contributed to research in topics: Cointegration & Ecological footprint. The author has an hindex of 6, co-authored 13 publications receiving 150 citations.

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Environmental Kuznets curve revisited: An analysis using ecological and material footprint

TL;DR: In this article, the authors employed ecological and material footprint from the consumption perspective as a holistic measure of human pressure on the environment to examine the environment-economic growth nexus in thirty-seven Asian countries.
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Do renewable energy and globalization enhance ecological footprint: an analysis of top renewable energy countries?

TL;DR: The long-run elasticity of pooled mean group shows positive impact of economic growth and non-renewable energy consumption on ecological footprint while negative impact is observed in case of renewable energy consumption, globalization and urbanization.
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Does trade openness affects global carbon dioxide emissions: Evidence from the top CO2 emitters

TL;DR: In this article, the effect of economic growth, international trade and energy consumption on the global carbon dioxide (CO2) emissions, in the case of top CO2 emitters, namely, USA, Japan, Canada, Iran, Saudi Arabia, UK, Australia, Italy, France and Spain using the annual data from 1971 to 2013.
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An environment Kuznets curve for ecological footprint: Evidence from GCC countries

TL;DR: Using country's ecological footprint, the present empirical study aims to analyze the influence of economic growth, energy consumption, and globalization on ecological footprint in the Environm....
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Impact of climate change on cereal production: evidence from lower-middle-income countries

TL;DR: In this article, the impact of climate change on cereal production in selected lower-middle-income countries with a balanced panel dataset spanning 1971-2016 was empirically examined by using second-generation unit root tests to test the stationarity of the variables.