Determination of spatio-temporal distribution of Rastrelliger kanagurta using modelling techniques for optimal fishing

被引:0
|
作者
Syazwani Mohd Yusop
Muzzneena Ahmad Mustapha
Tukimat Lihan
机构
[1] Universiti Kebangsaan Malaysia,Department of Earth Sciences & Environment, Faculty of Science and Technology
来源
关键词
Maxent; GAM; Potential fishing grounds; Sea surface temperature increase;
D O I
暂无
中图分类号
学科分类号
摘要
The commercial Indian mackerel, Rastrelliger kanagurta (R. kanagurta) is widely distributed on the east coast of the Peninsular of Malaysia. Monsoon variations influence its occurrences and abundance. Understanding the variability of oceanographic physical processes and formation of habitats is vital in exploring fish resources. Temperature differences can have an important impact on ocean circulation and mechanisms that can affect the distribution and availability of fish. This study used fishing locations data of 2008 and 2009 and derived chlorophyll-a (chl-a) and sea surface temperature (SST) from satellite data (MODIS-Aqua). The objectives of this study were to determine potential fishing grounds of R. kanagurta using a presence-absence data model, Generalized Additive Model (GAM) and presence-only data model, maximum entropy (Maxent) and to assess the impact of temperature rise on its seasonal distribution based on the IPCC-AR5-RCP temperature forecast. Results showed that the GAM model had higher prediction accuracy. The constructed model predicted larger distribution areas of R. kanagurta. Maxent model, however, predicted limited distribution range concentrated only areas surrounding the point of presence. Increase of SST projected across all RCPs resulted in a decreased extent of suitable fishing habitats. Potential habitats were observed to shift out of the EEZ. Applicability of the GAM model to understand the spatio-temporal distribution of fish habitat positively contributes to optimal fishing and sustainability in the management of marine resources.
引用
收藏
相关论文
共 50 条
  • [21] Spatio-Temporal Lattice Planning Using Optimal Motion Primitives
    Botros, Alexander
    Smith, Stephen L.
    [J]. IEEE TRANSACTIONS ON INTELLIGENT TRANSPORTATION SYSTEMS, 2023, 24 (11) : 11950 - 11962
  • [22] Spatio-temporal Modeling of Mosquito Distribution
    Dumont, Y.
    Dufourd, C.
    [J]. APPLICATION OF MATHEMATICS IN TECHNICAL AND NATURAL SCIENCES: 3RD INTERNATIONAL CONFERENCE - AMITANS'11, 2011, 1404
  • [23] Joint species distribution modelling for spatio-temporal occurrence and ordinal abundance data
    Schliep, Erin M.
    Lany, Nina K.
    Zarnetske, Phoebe L.
    Schaeffer, Robert N.
    Orians, Colin M.
    Orwig, David A.
    Preisser, Evan L.
    [J]. GLOBAL ECOLOGY AND BIOGEOGRAPHY, 2018, 27 (01): : 142 - 155
  • [24] Spatio-temporal data integration for species distribution modelling in R-INLA
    Seaton, Fiona M.
    Jarvis, Susan G.
    Henrys, Peter A.
    [J]. METHODS IN ECOLOGY AND EVOLUTION, 2024, 15 (07): : 1221 - 1232
  • [25] Spatio-temporal modelling of the status of groundwater droughts
    Marchant, B. P.
    Bloomfield, J. P.
    [J]. JOURNAL OF HYDROLOGY, 2018, 564 : 397 - 413
  • [26] Spatio-temporal stochastic modelling of environmental hazards
    Mateu, Jorge
    Ignaccolo, Rosalba
    [J]. SPATIAL STATISTICS, 2015, 14 : 115 - 118
  • [27] Modelling spatio-temporal interactions within the cell
    Padmini Rangamani
    Ravi Iyengar
    [J]. Journal of Biosciences, 2007, 32 : 157 - 167
  • [28] On Spatio-Temporal Modelling of Stream Network Initiation
    Papageorgaki I.
    Nalbantis I.
    [J]. Environmental Processes, 2018, 5 (Suppl 1) : 239 - 257
  • [29] Spatio-temporal hydrological modelling in a GIS environment
    Dayawansa, NDK
    De Silva, RP
    Taylor, JC
    [J]. REMOTE SENSING AND HYDROLOGY 2000, 2001, (267): : 433 - 438
  • [30] Spatio-temporal stochastic modelling of Clostridium difficile
    Starr, J. M.
    Campbell, A.
    Renshaw, E.
    Poxton, I. R.
    Gibson, G. J.
    [J]. JOURNAL OF HOSPITAL INFECTION, 2009, 71 (01) : 49 - 56