UPSI Digital Repository (UDRep)

Crustacean growth estimation from tag recapture data

AVAILABLE Article 1253 Views
Scan QR Code to share or view item link:

Digital Assets & Download Files
Login required to access this item.
General Information
Title
Crustacean growth estimation from tag recapture data
Type
Article
Main Author
Foo, Chuan Hui
Subject
QA Mathematics
Language Code
eng
Bibliographic Details
Place of Production
Tanjong Malim
Publisher
Fakulti Sains dan Matematik
Year of publication
2019
Degree Type
Not related
Corporate Name
Universiti Pendidikan Sultan Idris

Abstract

In modeling growth of crustaceans, we normally encounter some difficulties such as the discrete growth fashion due to a process called moulting. All hard shells are shed periodically that hinder us from determining the age of an individual. To this end, we consider tag and recapture method to quantify growth parameters of wild crustaceans. For tag-recapture data, a sample of population is captured, tagged and released to its natural habitat. The growth estimation can be challenging, since the exact moulting time is normally unobserved. In this context, the intermoult period is not available for tag-recapture data. There are numerous statistical methodologies can be used for parameter estimations, for instance, the Generalized Linear Model (GLM) and the Generating Estimation Equation (GEE) method. Therefore, we are able to estimate individual growth without the age information. The conventional tagrecapture studies targeted for single recapture data that may mislead and cause biases when there is individual variability exists in the population. Evaluations of heterogeneity and environmental variations in modeling growth could provide valuable insights for managing ecosystem population’s dynamics. To this end, we propose a biologically realistic model for quantifying multiple-recapture data, including the hidden variables that can efficiently describe the correlation between two consecutive moults.

References

[1]. Barnes, D.K.A, Dulvy, N.K., Priestly, S.H., Darwall, W.R.T., Choisel, V, and Whittington, M. (2002) Fishery characteristics and abundance estimates of the mangrove crab Scylla serrata in southern Tanzania and northern Mozambique. South African Journal of Marine Science,24, 19–25.

[2]. Bianchini, M.L., Bono, G., and Ragonese, S. (2001) Long-term recaptures and growth of slipper lobsters, Scyllarides latus, in the Strait of Sicily (Mediterranean Sea). Crusraceana, 74(7),673–680.

[3]. Castro, M., Encarna¸cao, P., and Henriques, P. (2003) Increment at molt for the Norway lobster (Nephropsnorvegicus) from the south coast of Portugal. Journal of Marine Science, 60, 1159–1164.

[4]. Chang, Y.J., Sun, C.L., Chen, Y., and Yeh, S.Z. (2012) Modelling the growth of crustacean species. Reviews in Fish Biology and Fisheries, 22, 157–187. 

[5]. Corgos, A., Sampedro, M.P., Gonzalez-Gurriaran, E., and Freire, J. (2007) Growth atMoult, Intermoult Period, and Moulting Seasonality of the Spider Crab Maja brachydactyla: CombiningInformation from Mark-Recapture and Experimental Studies. Journal of Crustacean Biology, 27(2), 255–262.

[6]. Nagendra Prasad Yadav,”A Four Element Antenna Array For Amateur Radio Applications”,National Journal of Antennas and Propagation, Volume 1, issue 1, 2019

[7]. Hoenig, J.M., and Restrepo, V.R. (1989) Estimating theintermoult periods in asynchronously moulting crustacean populations. Biometrics, 45, 71–82.

[8]. NHK K. ISMAIL*,”Estimation Of Reliability Of D Flip-Flops Using Mc Analysis”,Journal of VLSI Circuits And Systems 1 (01), 10-12,2019

[9]. Little, E.J. (1972) Tagging of spiny lobsters (Panulirusargus) in the Florida Keys, 1967-1969. Spec. Sci. Rep. – Florida Department of Natural Resources, 31, 1–23.

[10]. Millar, R.B., and Hoenig, J.M. (1997) A Generalized Model for Estimating Intermoult Periods of Asynchronously Moulting Insects and Crustacea from Field or Laboratory Data. Journal of Agricultual, Biological, and Environmental Statistics, 2, 389–402.

[11]. Restrepo, V.R. (1989) Growth estimates for male stone crabs along the Southwest Coast of Florida: A synthesis of available data and methods. Transactions of the American fisheries society, 118, 20–29.

[12]. Von Bertalanffy, L. (1938) A quantitative theory of organic growth. Human Biology, 10, 181–213.

[13]. Wang, Y.G. (2004) Estimation of growth parameters from multiple-recapture data. Biometrics,60, 670–675. 


Installed and configured by Bahagian Automasi, Perpustakaan Tuanku Bainun, Universiti Pendidikan Sultan Idris
If you have enquiries, kindly contact us at pustakasys@upsi.edu.my or 016-3630263. Office hours only.