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Laurent Dagorn

Researcher at IFREMER

Publications -  115
Citations -  4156

Laurent Dagorn is an academic researcher from IFREMER. The author has contributed to research in topics: Tuna & Fishing. The author has an hindex of 33, co-authored 104 publications receiving 3524 citations. Previous affiliations of Laurent Dagorn include Institut de recherche pour le développement.

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Review of fish associative behaviour: toward a generalisation of the meeting point hypothesis

TL;DR: It is strongly recommended to move from the scientific description of the association to specific experimental studies aimed at identifying ethological processes to provide a better understanding of the dynamics of associative behaviour of pelagic species, which in turn would permit better stock assessment and fishery management.
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Movement patterns of large bigeye tuna (Thunnus obesus) in the open ocean, determined using ultrasonic telemetry

TL;DR: The horizontal and vertical movements of large bigeye tuna captured in the south Pacific Ocean (French Polynesia) were determined using pressure-sensitive ultrasonic transmitters using the first observations on the role of body size in the vertical behavior ofbigeye tuna.
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Global spatial risk assessment of sharks under the footprint of fisheries

Nuno Queiroz, +166 more
- 22 Aug 2019 - 
TL;DR: It is concluded that pelagic sharks have limited spatial refuge from current levels of fishing effort in marine areas beyond national jurisdictions (the high seas), demonstrating an urgent need for conservation and management measures at high-seas hotspots of shark space use.
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Is it good or bad to fish with FADs? What are the real impacts of the use of drifting FADs on pelagic marine ecosystems?

TL;DR: It is shown that catching juvenile tuna around FADs does not necessarily result in overfishing of stocks, although more selective fishing techniques would likely help obtain higher yield and encourage RFMOs to expand and improve their FAD management plans.
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Scaling in animal group-size distributions

TL;DR: An elementary model of animal aggregation is presented and the group-size distributions resulting from this model are truncated power laws.