http://www.sciencedirect.com/science/article/pii/S0308597X11001515
Abstract: Up to one-third of commercial fishery stocks may be overfished at present. By analyzing catch trends and applying an empirical relationship derived from stock assessments, this article tracks the geographic spread of overfishing at the country level in terms of lost catch and lost revenue, from the start of industrialized fishing in 1950–2004. The results tell a cautionary tale of serial depletion to meet the ever-rising demand for fish. Examining country losses with respect to fishery management reveals that overcapacity and excess fishing effort are widespread, but also that recent trends towards sustainability can stabilize or reverse losses (e.g. for Norway, Iceland, the US, Canada, Australia, and New Zealand). Global trade effectively masks the successive depletion of stocks, so that without decisive action to reduce fishing effort, many more stocks will suffer and undernourishment impacts for the major exporting, food-deficit nations will only magnify.
Highlights:
► This study tracks the spread of overfishing by country in catch and revenue losses.
► A pattern of serial depletion to meet growth in demand is observed.
► Losses are linked to overcapacity and excess effort and fishing by foreign fleets.
► Sustainable fisheries management can slow, stabilize or reverse losses.
...
Overfishing and overcapacity are costing the world’s fishery sector dearly, reducing resource rent—the surplus after fishing costs have been subtracted from revenue—by an estimated US$50 billion a year according to two recent studies based on different methodologies. Meanwhile,the gap between global revenue and costs narrows, with global revenue from marine fisheries at approximately US $95 billion and the total variable cost of fishing estimated at US $92 billion (both in real 2005 dollars).
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)
Excess subsidies, by one estimate topping US $27 billion per year currently [8], largely fuel this cycle of dysfunction. Against this backdrop, the human consumption of fish has been rising, up 9% from 2002 to 2006 alone. To support this, overall fish production from both capture fisheries and aquaculture continues to climb, reaching a level in 2006 more than seven times that recorded for 1950. The phenomenal growth of aquaculture is responsible for the recent growth, and nearly half of the world’s food fish supply is farmed at present. But just as the overall rise in fish production hides the stagnation in catches from the world’s capture fisheries over the past two decades, global catch trends mask successive declines in regional stocks and the geographic spread of overfishing in time. Indeed, the roughly five fold increase in marine fishery catches from 1950 to the late 1980s when catches peaked was facilitated by the expansion into and exploitation of new fishing areas, from the North Atlantic and Western Pacific coastlines southward and into the high seas.
...
The anchoveta crash placed Peru 5th in overall catch losses although the country may have ranked higher given that peak landings were under-reported by perhaps 33%. Although Peru’s recent losses have been mitigated by the recovery of anchoveta stocks, it has been estimated that a 60–80% reduction in excess fleet and processing capacity could allow fish stocks to rebuild meaningfully, adding potentially $400 million per year in economic benefits.
...
by U. Thara Srinivasan 1 and 3, Reg Watson 2 and U. Rashid Sumaila 2 and 3
1. Pacific Ecoinformatics and Computational Ecology Lab, Berkeley, 1471 Catherine Dr., Berkeley CA 94702, United States. Tel.: +1 510 524 5467
2. Sea Around Us Project, Fisheries Centre, The University of British Columbia, 2202 Main Mall, Vancouver, British Columbia, Canada V6T 1Z4
3. Global Ocean Economics Project, Fisheries Economics Research Unit, Fisheries Centre, the University of British Columbia, 2202 Main Mall, Vancouver, British Columbia, Canada V6T 1Z4
Marine Policy via Elsevier Science Direct www.ScienceDirect.com Volume 36, Issue 2; March, 2012; Pages 544-549
Keywords: Overfishing; Fisheries management; Depletion; Sustainability
Abstract: Up to one-third of commercial fishery stocks may be overfished at present. By analyzing catch trends and applying an empirical relationship derived from stock assessments, this article tracks the geographic spread of overfishing at the country level in terms of lost catch and lost revenue, from the start of industrialized fishing in 1950–2004. The results tell a cautionary tale of serial depletion to meet the ever-rising demand for fish. Examining country losses with respect to fishery management reveals that overcapacity and excess fishing effort are widespread, but also that recent trends towards sustainability can stabilize or reverse losses (e.g. for Norway, Iceland, the US, Canada, Australia, and New Zealand). Global trade effectively masks the successive depletion of stocks, so that without decisive action to reduce fishing effort, many more stocks will suffer and undernourishment impacts for the major exporting, food-deficit nations will only magnify.
Highlights:
► This study tracks the spread of overfishing by country in catch and revenue losses.
► A pattern of serial depletion to meet growth in demand is observed.
► Losses are linked to overcapacity and excess effort and fishing by foreign fleets.
► Sustainable fisheries management can slow, stabilize or reverse losses.
...
Overfishing and overcapacity are costing the world’s fishery sector dearly, reducing resource rent—the surplus after fishing costs have been subtracted from revenue—by an estimated US$50 billion a year according to two recent studies based on different methodologies. Meanwhile,the gap between global revenue and costs narrows, with global revenue from marine fisheries at approximately US $95 billion and the total variable cost of fishing estimated at US $92 billion (both in real 2005 dollars).
Excess subsidies, by one estimate topping US $27 billion per year currently [8], largely fuel this cycle of dysfunction. Against this backdrop, the human consumption of fish has been rising, up 9% from 2002 to 2006 alone. To support this, overall fish production from both capture fisheries and aquaculture continues to climb, reaching a level in 2006 more than seven times that recorded for 1950. The phenomenal growth of aquaculture is responsible for the recent growth, and nearly half of the world’s food fish supply is farmed at present. But just as the overall rise in fish production hides the stagnation in catches from the world’s capture fisheries over the past two decades, global catch trends mask successive declines in regional stocks and the geographic spread of overfishing in time. Indeed, the roughly five fold increase in marine fishery catches from 1950 to the late 1980s when catches peaked was facilitated by the expansion into and exploitation of new fishing areas, from the North Atlantic and Western Pacific coastlines southward and into the high seas.
...
The anchoveta crash placed Peru 5th in overall catch losses although the country may have ranked higher given that peak landings were under-reported by perhaps 33%. Although Peru’s recent losses have been mitigated by the recovery of anchoveta stocks, it has been estimated that a 60–80% reduction in excess fleet and processing capacity could allow fish stocks to rebuild meaningfully, adding potentially $400 million per year in economic benefits.
...
by U. Thara Srinivasan 1 and 3, Reg Watson 2 and U. Rashid Sumaila 2 and 3
1. Pacific Ecoinformatics and Computational Ecology Lab, Berkeley, 1471 Catherine Dr., Berkeley CA 94702, United States. Tel.: +1 510 524 5467
2. Sea Around Us Project, Fisheries Centre, The University of British Columbia, 2202 Main Mall, Vancouver, British Columbia, Canada V6T 1Z4
3. Global Ocean Economics Project, Fisheries Economics Research Unit, Fisheries Centre, the University of British Columbia, 2202 Main Mall, Vancouver, British Columbia, Canada V6T 1Z4
Marine Policy via Elsevier Science Direct www.ScienceDirect.com Volume 36, Issue 2; March, 2012; Pages 544-549
Keywords: Overfishing; Fisheries management; Depletion; Sustainability
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