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Analysis of inbreeding and average relationship of the present Hungarian Hucul Horse population Analysis of inbreeding and average relationship of the present Hungarian Hucul Horse population

Analysis of inbreeding and average relationship of the present Hungarian Hucul Horse population - PowerPoint Presentation

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Analysis of inbreeding and average relationship of the present Hungarian Hucul Horse population - PPT Presentation

27 th Annual Meeting of DAGENE 2 3 th of April 2016 Enikő Somogyvári Phd Student Enikő Somogyvári Sándor Mihók János Posta UNIVERSITY OF DEBRECEN Faculty Of ID: 930716

average inbreeding relationship population inbreeding average population relationship pedigree coefficient hungarian hucul smallest relatedness highest information methods families breeding

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Slide1

Analysis of inbreeding and average relationship of the present Hungarian Hucul Horse population

27th Annual Meeting of DAGENE23th of April 2016

Enikő Somogyvári Phd Student

Enikő Somogyvári - Sándor Mihók - János Posta

UNIVERSITY OF DEBRECENFaculty Of Agricultural And Food Sciences And Environmental Management

Slide2

Introduction

the genetic structure of the Hungarian Hucul population based on pedigree data (population genetic methods). in small population Examinations increasingly justified and frequent.These calculations help in the breeding programmes. They may set the directions or even the extent of the modifications. the necessity of sustaining diversity within the populations, avoid close breeding or suggest mating systems.

Slide3

Material and methods

the pedigree information of the Hungarian Hucul Horse.Pedigree information of the breed up to 2015. 2015 as reference population. the pedigree information of 3,002 horses. The inbreeding coefficient, average relatedness  Endog software (GUTIÉRREZ AND GOYACHE, 2005).

Slide4

Material and methods

The Endog software calculates using WRIGHT’s formula (1922) where the inbreeding coefficient of a given individual (X) is:FX = Σ(1/2)n+n’+1 × (1+FA) The Endog software calculates average relatedness with an algorithm made by COLLEAU (2002). It shows the likelihood of an allele randomly chosen from the pedigree characterising the whole population belonging to an individual.

Slide5

Results

Slide6

Average inbreeding coefficients of mare families

The smallest inbreeding 4.62% (Aspiráns) Followed by ‘17 Aglaia’ (11.35%), ‘2 Lucina’ (10.05%) The highest inbreeding 14.78% (3 Tatarca) The total population values are below 9

Slide7

Average inbreeding coefficients of stallion lines

The smallest coefficient 1.76%A few animals from the ‘Polan’ strain The highest inbreeding

10.82% ‘Pietrosu’ line

Slide8

Average relatedness of mare families

Most of the families in reference population above 13% The smallest average relationship 8.35% (90 Machocha) 3 Tatarca average relationship 15.03%

Slide9

Average relatedness of stallion lines

The smallest 9.4% Gurgul, 13.87% highest for the Pietrosu

Slide10

Conclusion and recommendation

The increasing of the inbreeding level of the population The inbreeding coefficient of the total population 5.65%, the average relationship 10.55%. The inbreeding coefficient of the reference population 6.8%, the average relationship 12.7%. The genetic diversity of the Hungarian Hucul Horse breeding stock is favourable

Slide11

Thank

you for your attention!