Genetic parameters involving subjective Famacha© scores and faecal worm egg counts on two farms in the Mediterranean region of South Africa S.W.P.

Slides:



Advertisements
Similar presentations
SELECTION OF GENETICALY RESISTANT SHEEP AGAINST GASTROINTESTINAL NEMATODES. A CASE STUDY Armando Nari FAO. Italy.
Advertisements

INTRODUCTION Land is not only one of the most defining social, political and development issues in Southern Africa, but is the most intractable element.
PRECISION MANAGEMENT Fine wool Merino/mixed grazing enterprise Robert Kelly Mt William Agriculture Pty Ltd.
IWMGQSG, December 8 – 11, 2003, Toulouse QUANTITATIVE TRAIT LOCI FOR PARASITE RESISTANCE Sonja Dominik CSIRO Livestock Industries Armidale.
Parasite control. Objectives Describe the principles of control Describe types of anthelmintic usage Be aware of organised control schemes Understand.
Introduction to LAMBPLAN for the USA Texel Society.
Lecture 3-22 Exam 3 Breeds FineMediumCoarse Most important breeds? Why so many in US?
As with averages, researchers need to transform data into a form conducive to interpretation, comparisons, and statistical analysis measures of dispersion.
Sheep lice in WA - some current issues Brown Besier Dept. Agriculture and Food WA Albany Supporting your success Eneabba General Store Livestock Expo March.
SHOWTIME! STATISTICAL TOOLS IN EVALUATION DESCRIPTIVE VALUES MEASURES OF VARIABILITY.
Quiz 12  Nonparametric statistics. 1. Which condition is not required to perform a non- parametric test? a) random sampling of population b) data are.
Novel Approaches to Control of Gastrointestinal Nematodes (GINs) in South American Camelids (SACs) Gillespie, R.M. RVT, BS*, Terrill. T.H., PhD*, Williamson,
Modeling Menstrual Cycle Length in Pre- and Peri-Menopausal Women Michael Elliott Xiaobi Huang Sioban Harlow University of Michigan School of Public Health.
Seasonal reproduction of sheep limits the natural breeding season to the short-days of fall and early winter and has framed the conventional management.
 PTA mobility was highly correlated with udder composite.  PTA mobility showed a moderate, positive correlation with production, productive life, and.
Sampling Error.  When we take a sample, our results will not exactly equal the correct results for the whole population. That is, our results will be.
Genetic correlations between first and later parity calving ease in a sire-maternal grandsire model G. R. Wiggans*, C. P. Van Tassell, J. B. Cole, and.
Genetic Evaluation of Lactation Persistency Estimated by Best Prediction for Ayrshire, Brown Swiss, Guernsey, and Milking Shorthorn Dairy Cattle J. B.
Basic Statistical Terms: Statistics: refers to the sample A means by which a set of data may be described and interpreted in a meaningful way. A method.
Synchronization Effects on Parameters for Days Open M. T. Kuhn, J. L. Hutchison, and R. H. Miller* Animal Improvement Programs Laboratory, Agricultural.
3 common measures of dispersion or variability Range Range Variance Variance Standard Deviation Standard Deviation.
Dutch research on stopping castration dr.ir. Gé Backus April 2013.
Kin 304 Descriptive Statistics & the Normal Distribution
Multi-trait, multi-breed conception rate evaluations P. M. VanRaden 1, J. R. Wright 1 *, C. Sun 2, J. L. Hutchison 1 and M. E. Tooker 1 1 Animal Genomics.
LESSON 5 - STATISTICS & RESEARCH STATISTICS – USE OF MATH TO ORGANIZE, SUMMARIZE, AND INTERPRET DATA.
PSY 325 AID Education Expert/psy325aid.com FOR MORE CLASSES VISIT
Statistics and probability Dr. Khaled Ismael Almghari Phone No:
Reasoning in Psychology Using Statistics Psychology
Markov Chain Monte Carlo in R
Stats Methods at IC Lecture 3: Regression.
STAT 312 Chapter 7 - Statistical Intervals Based on a Single Sample
Sample Size Determination
KÖNYVES Tibor, RELIĆ Renata
Chapter 6 Inferences Based on a Single Sample: Estimation with Confidence Intervals Slides for Optional Sections Section 7.5 Finite Population Correction.
BPK 304W Descriptive Statistics & the Normal Distribution
AP Statistics FINAL EXAM ANALYSIS OF VARIANCE.
Kin 304 Descriptive Statistics & the Normal Distribution
Chapter 9: Inferences Involving One Population
Math 4030 – 10b Inferences Concerning Variances: Hypothesis Testing
CHAPTER 6 Statistical Inference & Hypothesis Testing
COMBINING ABILITY AND MODE OF GENE ACTION IN CASSAVA FOR RESISTANCE TO CASSAVA GREEN MITE AND CASSAVA MEALY BUG. Michael M. Chipeta, J.M. Bokosi, V.W.
This Week Review of estimation and hypothesis testing
Math 4030 – 10a Tests for Population Mean(s)
Quantitative Variation
Analyzing Redistribution Matrix with Wavelet
Pankaj Das, A. K. Paul, R. K. Paul
Science of Psychology AP Psychology
Generalized Linear Models
Fecal Egg Counts: A useful tool in parasite management
Experimental Power Graphing Program
BPK 304W Descriptive Statistics & the Normal Distribution
Theme 5 Standard Deviations and Distributions
WP Leader: SRUC (Georgios Banos) INIA, AUTH, UNIVPM, CSIC, AHDB
Project Approach and Outreach
Tackling the parasitological challenges arising from organic farming practices Spiridoula Athanasiadou, ProPara coordinator.
Psychology Statistics
Andrew Keller, Farmer Susan Schoenian, UMD Extension
Quantitative Methods PSY302 Quiz Normal Curve Review February 6, 2017
Jensen, et. al Winter distribution of blue crab Callinectes sapidus in Chesapeake Bay: application and cross-validation of a two-stage generalized.
Andrew Keller, Farmer Susan Schoenian, UMD Extension
Correlations Among Measures of Dairy Cattle Fertility and Longevity
DEVELOPMENT OF A GENETIC INDICATOR OF BIODIVERSITY FOR FARM ANIMALS
Definition of EBVs of Economically Relevant Traits in Sheep Production
Use of a threshold animal model to estimate calving ease and stillbirth (co)variance components for US Holsteins.
Genetic Evaluation of Milking Speed for Brown Swiss Dairy Cattle
Comparing Two Proportions
Comparing Two Proportions
Forecast system development activities
Chapter 7 The Normal Distribution and Its Applications
Objectives 6.1 Estimating with confidence Statistical confidence
Presentation transcript:

Genetic parameters involving subjective Famacha© scores and faecal worm egg counts on two farms in the Mediterranean region of South Africa S.W.P. Cloete, Z. Mpetile & K. Dzama Elsenburg and Stellenbosch University

Introduction Drenches as the first line of defense of gastro-intestinal parasites has become unsustainable Host resistance important component in almost all integrated pest management (IPM) programmes Selection for low faecal worm egg counts (FWEC) benefited host resistance to gastro-intestinal helminths Selection reduced the contamination of pastures by worm eggs Resulted in less drenching and economic gains FWEC routinely recorded in many formal evaluation schemes

Introduction FWEC may not always reflect the parasite burden of animals Infrastructure to conduct FWEC not always available or affordable: Rural areas Developing countries Need alternative strategies FAMACHA© system proposed as an alternative Involves subjective scores of the conjunctivae of the eye of sheep with high burdens of haemotophageous nematodes Allows sheep farmers to treat specific sheep, in contrast to treating all sheep present

FAMACHA© scoring system

Introduction Principle not applicable when non-haemotophageous nematodes form the bulk of the gastro-intestinal parasite challenge Eye scores supplemented with condition scores and dag scores Scores were practical for commercial and resource-poor communal farmers in South Africa Also applied elsewhere in the world Not assessed under Mediterranean conditions, where species such as Teladorsagia, Trichostrongylus and Nematodirus predominate FAMACHA© scores and FWEC thus assessed on two properties in the Mediterranean region of South Africa

Locations Elsenburg: North of Stellenbosch Dryland lucerne and kikuyu pastures, oat fodder crops Occasionally irrigated lucerne and kikuyu pastures Rainfall 625 mm per annum mostly from April – September (78%) Lambs born in March – April, tested in November Tygerhoek: Near Riviersonderend Dryland lucerne pastures and oat fodder crops Rainfall of 425 mm per annum mostly from April – September (62%) Lambs born in March – April, tested in August of the next year

Material and Methods (Animals and records) Data: Elsenburg (1701 – 1815 Dormer and SA Mutton Merino lambs born from 2007 – 2014) Tygerhoek (1531 – 2219 Merino hoggets born from 2006 – 2012) Traits recorded and measured: Subjective: Nasal discharge (excluded, little variation) Eye score Body condition on two sites: Midrib Loin Dags Objective: FWEC, counted at a sensitivity of 100 eggs/gram wet faeces Skewed, transformed to natural logs + 100

Statistical Analysis Data analysed with 5-trait threshold-normal animal models with animal as single random effect Fixed effects: Contemporary group (birth year x breed or selection line x sex) Age of dam (2 – 6+ years) Birth type (single or multiple) Data were analysed by THRGIBB1SF90 software, Post Gibbs analysis with POSTGIBBSF90 Single chains of 250000 cycles were run First 50000 cycles used as the burn-in period Every 10th subsequent sample stored to derive posterior means, posterior standard deviations and 95% highest posterior density (HPD) confidence intervals

Results – Samples for dag score at Elsenburg

Posterior distributions for additive effects at Elsenburg

Descriptive statistics – Elsenburg Trait Number Mean ± SD Range Eye score 1815 1.94 ± 0.89 1 – 4 Fat score rib 3.27 ± 0.73 1 – 5 Fat score rump 3.09 ± 0.73 Dag score 1813 2.08 ± 1.14 FWEC 1701 6.86 ± 1.24 4.6 – 10.4

Descriptive statistics – Tygerhoek Trait Number Mean ± SD Range Eye score 2093 1.56 ± 0.59 1 – 4 Fat score rib 1531 3.07 ± 0.55 1 – 5 Fat score rump 1533 2.92 ± 0.67 Dag score 2207 2.17 ± 1.13 FWEC 2219 5.65 ± 1.09 4.6 – 10.4

Results – Genetic parameters at Elsenburg Phenotypic variance (σ2p), heritability (h2), genetic correlations (rG) and phenotypic correlations (rP) Trait Eye score Fat rib Fat rump Dag score FWEC ²P 0.237 0.383 0.394 1.612 1.077 h2 (in bold on diagonal), rG (above diagonal) and rE (below diagonal) 0.13±0.05 -0.45±0.22 -0.71±0.27 0.06±0.22 0.66±0.27 -0.43±0.06 0.12±0.04 0.92±0.23 0.12±0.18 -0.19±0.21 -0.44±0.06 0.66±0.07 0.17±0.05 0.04±0.18 -0.25±0.22 0.16±0.07 -0.17±0.06 -0.18±0.06 0.31±0.07 -0.19±0.23 -0.03±0.06 -0.10±0.05 -0.09±0.05

Results – Genetic parameters at Tygerhoek Phenotypic variance (σ2p), heritability (h2), genetic correlations (rG) and phenotypic correlations (rP) Trait Eye score Fat rib Fat rump Dag score FWEC ²P 0.294 0.463 0.325 1.670 1.040 h2 (in bold on diagonal), rG (above diagonal) and rE (below diagonal) 0.12±0.05 -0.82±0.23 -0.50±0.18 0.25±0.22 -0.29±0.21 -0.26±0.07 0.38±0.13 0.80±0.18 -0.14±0.27 0.01±0.22 -0.26±0.06 0.65±0.06 0.30±0.11 -0.15±0.22 0.23±0.23 0.06±0.06 -0.10±0.06 -0.07±0.07 0.31±0.08 0.27±0.26 0.02±0.05 -0.10±0.05 -0.15±0.06 -0.07±0.06 0.14±0.05

Conclusions All traits were heritable and variable and should respond to directed selection Genetic correlations suggested that: Animals with higher eye scores were leaner Fat score on the rib and rump are largely similar traits Eye score at Elsenburg were favourably correlated to FWEC Dag score, although highly heritable, were not associated with any other trait Favourable genetic correlation between eye score and FWEC possibly associated with nematode species distribution Haemonchus more prevalent Dag score of significance in controlling breech blowfly strike The results support further studies on the FAMACHA© system under low-input small stock operations

Schalk Cloete Directorate Animal Sciences: Elsenburg 021 8085230 086 5084391 schalkc@elsenburg.com