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Federico Montesino Pouzols

Researcher at University of Helsinki

Publications -  45
Citations -  1243

Federico Montesino Pouzols is an academic researcher from University of Helsinki. The author has contributed to research in topics: Fuzzy logic & Fuzzy control system. The author has an hindex of 16, co-authored 45 publications receiving 1053 citations. Previous affiliations of Federico Montesino Pouzols include Rutherford Appleton Laboratory & University of Seville.

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Global protected area expansion is compromised by projected land-use and parochialism

TL;DR: It is shown that with a coordinated global protected area network expansion to 17% of terrestrial land, average protection of species ranges and ecoregions could triple and a major efficiency gap between national and global conservation priorities is demonstrated.
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Global priorities for national carnivore conservation under land use change

TL;DR: It is found that land use change will potentially lead to important range losses, particularly amongst already threatened carnivore species, and innovative interventions are needed to conserve carnivores outside protected areas to compliment any proposed expansion of the protected area network.
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Species richness as criterion for global conservation area placement leads to large losses in coverage of biodiversity

TL;DR: It is found that identifying priority areas for conservation using species richness produces a lower coverage of species than priority areas based on complementarity methods and identified using species range maps, where just one species was left without any protection.
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Global change synergies and trade-offs between renewable energy and biodiversity

TL;DR: In this article, the authors compared the potential impacts of renewable energy development on biodiversity and found that bioenergy production is a major potential threat to biodiversity, while the potential impact of wind and solar appears smaller than that of bioenergy.
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A method for calculating minimum biodiversity offset multipliers accounting for time discounting, additionality and permanence

TL;DR: This work introduces a mathematical method for deriving minimum levels for offset multipliers under the assumption that offsetting gains must compensate for the losses (no net loss offsetting), and calculates absolute minimum multipliers that arise from time discounting and delayed emergence of offsetting losses for a one-dimensional measure of biodiversity.