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I Misztal

Showing results (61-70 of 188) with videos related to

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Journal of Animal Science|May 17, 2007
Fertility traits in spring-calving Aberdeen Angus cattle. 1. Model development and genetic parametersJ I Urioste, I Misztal, J K Bertrand
Journal of Animal Science|August 10, 2007
Fertility traits in spring-calving Aberdeen Angus cattle. 2. Model comparisonJ I Urioste, I Misztal, J K Bertrand
Journal of Animal Breeding and Genetics = Zeitschrift Fur Tierzuchtung Und Zuchtungsbiologie|November 9, 2011
Efficient computation of the genomic relationship matrix and other matrices used in single-step evaluationI Aguilar, I Misztal, A Legarra, et al.
Journal of Dairy Science|July 27, 2011
Multiple-trait genomic evaluation of linear type traits using genomic and phenotypic data in US HolsteinsS Tsuruta, I Misztal, I Aguilar, et al.
Journal of Animal Science|March 9, 2005
Genetic parameters estimated with multitrait and linear spline-random regression models using Gelbvieh early growth dataH Iwaisaki, S Tsuruta, I Misztal, et al.
Journal of Animal Breeding and Genetics = Zeitschrift Fur Tierzuchtung Und Zuchtungsbiologie|May 16, 2008
Use of a test day model for dairy goat milk yield across lactations in GermanyB Zumbach, S Tsuruta, I Misztal, et al.
Journal of Dairy Science|August 11, 2006
Effects of breed and region on longevity traits through five years of age in Brown Swiss, Holstein, and Jersey cows in the United StatesT B Garcia-Peniche, B G Cassell, I Misztal
Poultry Science|July 30, 2005
Longitudinal multiple-trait versus cumulative single-trait analysis of male and female fertility and hatchability in chickensR L Sapp, R Rekaya, I Misztal, et al.
Journal of Dairy Science|November 5, 2003
Implementation of a sire-maternal grandsire model for evaluation of calving ease in the United StatesC P Van Tassell, G R Wiggans, I Misztal
Journal of Animal Science|January 29, 2002
The empirical bias of estimates by restricted maximum likelihood, Bayesian method, and method R under selection for additive, maternal, and dominance modelsM Duangjinda, I Misztal, J K Bertrand, et al.
Pageof 19

Showing results (61-70 of 188) with videos related to

Sort By:
Pageof 19
Journal of Animal Science|May 17, 2007
Fertility traits in spring-calving Aberdeen Angus cattle. 1. Model development and genetic parametersJ I Urioste, I Misztal, J K Bertrand
Journal of Animal Science|August 10, 2007
Fertility traits in spring-calving Aberdeen Angus cattle. 2. Model comparisonJ I Urioste, I Misztal, J K Bertrand
Journal of Animal Breeding and Genetics = Zeitschrift Fur Tierzuchtung Und Zuchtungsbiologie|November 9, 2011
Efficient computation of the genomic relationship matrix and other matrices used in single-step evaluationI Aguilar, I Misztal, A Legarra, et al.
Journal of Dairy Science|July 27, 2011
Multiple-trait genomic evaluation of linear type traits using genomic and phenotypic data in US HolsteinsS Tsuruta, I Misztal, I Aguilar, et al.
Journal of Animal Science|March 9, 2005
Genetic parameters estimated with multitrait and linear spline-random regression models using Gelbvieh early growth dataH Iwaisaki, S Tsuruta, I Misztal, et al.
Journal of Animal Breeding and Genetics = Zeitschrift Fur Tierzuchtung Und Zuchtungsbiologie|May 16, 2008
Use of a test day model for dairy goat milk yield across lactations in GermanyB Zumbach, S Tsuruta, I Misztal, et al.
Journal of Dairy Science|August 11, 2006
Effects of breed and region on longevity traits through five years of age in Brown Swiss, Holstein, and Jersey cows in the United StatesT B Garcia-Peniche, B G Cassell, I Misztal
Poultry Science|July 30, 2005
Longitudinal multiple-trait versus cumulative single-trait analysis of male and female fertility and hatchability in chickensR L Sapp, R Rekaya, I Misztal, et al.
Journal of Dairy Science|November 5, 2003
Implementation of a sire-maternal grandsire model for evaluation of calving ease in the United StatesC P Van Tassell, G R Wiggans, I Misztal
Journal of Animal Science|January 29, 2002
The empirical bias of estimates by restricted maximum likelihood, Bayesian method, and method R under selection for additive, maternal, and dominance modelsM Duangjinda, I Misztal, J K Bertrand, et al.
Pageof 19