Maximising net economic returns in mixed fisheries: how many species do we need to control?

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Maximising net economic returns in mixed fisheries: how many species do we need to control? Trevor Hutton, Sean Pascoe, James Innes, Satoshi Yamazaki and Tom Kompas Contributed presentation at the 60th AARES Annual Conference, Canberra, ACT, 2-5 February 2016 Copyright 2016 by Author(s). All rights reserved. Readers may make verbatim copies of this document for non-commercial purposes by any means, provided that this copyright notice appears on all such copies.

Maximising net economic returns in mixed fisheries: how many species do we need to control? Trevor Hutton, Sean Pascoe, James Innes, Satoshi Yamazaki and Tom Kompas AARES 2016: Canberra, Australia OCEANS AND ATMOSPHERE

Key issues to be looked at in the study How do you identify MEY (maximum economic yield) for different species in multispecies and multi-fleet fisheries? How different are dynamic estimates of MEY to static estimates? In multispecies fisheries characterised by technical interactions, do we need to control the catch of all species? If not, how many? How does bycatch and byproducts affect our estimates of MEY for target species? If we set a price on bycatch (e.g. seals, seabirds, dolphins), what does this do to our targets?

Approach Model based on Southern and Eastern Shark and Scalefish Fishery (SESSF) developed in an earlier study to assess proxy target reference points in multispecies fisheries Static equilibrium optimisation model Dynamic optimisation model Model to be updated and expanded to allow for some of these issues to be addressed Work still in progress Combination of optimisation and simulation approaches to be used to test different harvest strategies Aim of this presentation is to present the model as it currently stands, and what some of the results indicate Preliminary results not for citation as may change

Outline of the remainder of the talk Overview of MEY in single species and multispecies fisheries Description of the bioeconomic model Some earlier results Relationship between B MEY and B MSY Comparison of static and dynamic equilibrium levels of biomass (B) Where to next Preliminary results not for citation as may change

Sustainable revenue Sustianable yield MEY: Classic fisheries bio-economic models Equilibrium derivation Schaefer formulation 140 120 100 80 Fox Schaefer (a) Fox formulation 60 40 MSY know where it is, and corresponding B msy 20 0 0 200 400 600 800 1000 1200 Biomass 160 140 Cost (b) E mey lower than E msy Revert back to top graph ~ B mey > B msy (but by what factor?) ~ 1.2! Maximising net economic returns in mixed fisheries 120 100 80 60 40 20 0 Fox Schaefer 0 100 200 300 400 500 600 Effort

Revenue, profit, costs Revenue, costs Multi-species Reference Points 25 Can be sub-optimal The Multi-species MSY (and MEY) is not on par with single species 20 15 10 5 Species 1 Species 2 Species 3 Species 4 cost MEY depends on revenue share What is a species MEY (stated as B mey in a multi-species fishery?) 0 40 35 30 25 20 15 10 0 5 10 15 20 25 Effort revenue profit cost 5 Maximising net economic returns in mixed fisheries 0 0 5 10 15 20 25 Effort

Specification of models Schaefer Fox logistic growth exponential growth Objective Function C - catch (yield), K - carrying capacity (B 0 ), E - effort, q - catchability coefficient (major technical interaction term), r - growth rate (very species specific) Pi - Profit, p-price, c - cost Maximising net economic returns in mixed fisheries

Current model: Trawl sector of SESSF Southern and Eastern Shark and Scalefish Fishery Two types of vessel (Otter trawl and Danish seine) Markets: Sydney and Melbourne 20 + species landed Flathead, Ling, Whiting, Silver warehou, John Dory, Morwong, Silver trevally Flathead contributed $14.6 million, Pink Ling $6.6 million and Silver warehou $2 million. Maximising net economic returns in mixed fisheries

Features of the model Catch effort models based on fox model Parameters estimated dynamically over a 20+ year period Catchability of each defined spatially and by gear type Four regions Two gears Six metiers Technical interactions captured by deriving fishing mortality spatially based on effort levels of each gear type and catchability coefficients Model is limited only to species that are caught jointly Excludes blue grenadier, orange roughy and other highly targetable species Preliminary results not for citation as may change

Biological parameters + price Growth (r) Carrying capacity (K) Price (p) Blue Warehou 0.069 16086 2.33 Flathead 0.153 44566 5.23 Gemfish 0.208 40000 2.83 John Dory 0.044 5431 6.80 Ling 0.215 11960 6.50 Mirror Dory 0.614 13389 2.54 Morwong East 0.128 30231 2.52 Morwong- West 0.151 4447 2.52 Ocean Perch 0.311 4657 2.74 Ribaldo 0.288 1077 2.85 Silver Warehou 0.197 10654 1.75 Silver Trevally 0.204 38577 2.78 Whiting 0.420 13586 2.76 Other species - - 2.75 Maximising net economic returns in mixed fisheries

Fleet structure (6 metiers) Trawlers operating in Shelf trawl Eden to Sydney (NSW) Shelf trawl Eastern Bass Strait (EBS) Offshore - NSW Offshore EBS Danish seiners operating in Bass Strait (west of Lakes Entrance) Eastern Bass Strait (east of Lakes Entrance, Eden to NE Tas) (EBS) Multi-species economic reference points

Parameterisation economic Effort is measured per shot Vessel costs converted to unit cost/per shot Metier Fuel cost ($/shot) Vessel costs ($/shot) Crew share Freight Original Shelf trawl NSW 526 865 0.3 0.13 Offshore trawl NSW 526 865 0.3 0.13 Shelf trawl EBS 526 865 0.3 0.13 Offshore trawl EBS 526 865 0.3 0.13 Danish Seine Bass Strait 107 245 0.44 0.16 Danish Seine EBS 107 245 0.44 0.16 Maximising net economic returns in mixed fisheries

RESULTS: Case study equilibrium estimates of B mey /B msy 1.2 Multi-species economic reference points

Dynamic results Example of 1 run

Blue Warehou Flathead Gemfish John Dory Ling Mirror Dory Morwong East Morwong West Ocean Perch Ribaldo Silver Warehou Silver Trevally Whiting Biomass (tonnes) Biomass estimates (equilibrium versus dynamic) 40000 35000 Equilibrium Dynamic 30000 25000 20000 15000 10000 5000 0 Multi-species economic reference points

Main findings Results indicate: Default proxy target reference point of B mey = 1.2 B msy is not appropriate in multi-species fisheries Problematic to achieve multiple targets simultaneously Many species contribute small amount to revenue share (byproduct species) Potentially better to indirectly control impact on them (byproduct species) via controlling only the major species in terms of revenue shares Maximising net economic returns in mixed fisheries

Future work Plans for re-developed model to facilitate operationalisation: Consider short run versus long run dynamics Plus account for multi-fleet (metier) sub-optimal conditions Include bycatch (non-commercial: negative prices penalty) Include up-to-date costs and prices (and estimates of productivity) Include price-quantity (demand) relationships Run scenario simulations: varying number of species controlled Maximising net economic returns in mixed fisheries

Dynamic results Example of 1 run

Future work Plans for re-developed model to facilitate operationalisation: Consider short run versus long run dynamics Plus account for multi-fleet (metier) sub-optimal conditions Include bycatch (non-commercial: negative prices penalty) Include up-to-date costs and prices (and estimates of productivity) Include price-quantity (demand) relationships Run scenario simulations: varying number of species controlled Maximising net economic returns in mixed fisheries

Questions: Thank you Sean Pascoe: sean.pascoe@csiro.au (Project Leader) Trevor Hutton trevor.hutton@csiro.au Acknowledgements: 2015-Maximising net economic returns from a multispecies fishery is supported by funding from the FRDC (Fisheries Research & Development Corporation) on behalf of the Australian Government Other contributors: Neil Klaer, Roy Deng, Olivier Thebaud (IFREMER), Simon Viera, Pierre Lelong (Ecole P, France) Key reference: Pascoe, S., Hutton, T., Thebaud, O., Deng, R., Klaer, N., and S. Viera 2015. Setting economic target reference points for multiple species in mixed fisheries. FRDC Project No 2011/200. (93pp.) Maximising net economic returns in mixed fisheries