Stefano Biffani (IBBA-CNR/PTP)
10th July 2014
Genetic Selection for lower environmental impact
Ruminomics Summer School
Improving the genetic potential of individuals across generations
Phenotype = Genotype + Environment + (G x E)
NO GENETIC VARIATION, NO PARTY
Step 3 - Data Analysis + breeding tools
Step 4 - Using the results
Step 4 - Using the results
1. A new terminology (SNP, gEBV…)
2. reduced Generation Interval
1. A new terminology (SNP, gEBV…)
2. reduced Generation Interval
3. Higher Accuracy (EBVs are estimates !!!!)
1. A new terminology (SNP, gEBV…)
2. reduced Generation Interval
3. Higher Accuracy (EBVs are estimates !!!!)
4. New Traits
Genomic: the study of the genome of living organisms:
Genotyping & Sequencing
Technology (less time & money)
International Projects
Bioinformatic tools
Breeding value estimation:
Schefers and Weigel. January 2012, Vol. 2, No. 1 Animal Frontiers
Nowadays it is possible to:
read the complete genome
discover areas of variations (SNPs)
Nowadays it is possible to:
read the complete genome
discover areas of variations (SNPs)
develop arrays to detect variation (SNP panels)
GENOMIC Breeding value estimation:
GENOMIC Breeding value estimation:
Let's make an example
I'm going to buy fruits in 4 different markets
market 1: 5 pears + 2 apples + 2 peaches + 3 kiwi = 23 €
market 2: 5 pears + 7 apples + 3 peaches + 6 kiwi = 18 €
market 3: 3 pears + 3 apples + 4 peaches + 3 kiwi = 15 €
market 4: 2 pears + 0 apples + 2 peaches + 2 kiwi = 20 €
Let's make an example
I'm going to buy fruits in 4 different markets
market 1: 5 pears + 2 apples + 2 peaches + 3 kiwi = 23 € market 2: 5 pears + 7 apples + 3 peaches + 6 kiwi = 18 € market 3: 3 pears + 3 apples + 4 peaches + 3 kiwi = 15 € market 4: 2 pears + 0 apples + 2 peaches + 2 kiwi = 20 €
This is a set of equations that can be solved:
market 1: 5 pears + 2 apples + 2 peaches + 3 kiwi = 23 € market 2: 5 pears + 7 apples + 3 peaches + 6 kiwi = 18 € market 3: 3 pears + 3 apples + 4 peaches + 3 kiwi = 15 € market 4: 2 pears + 0 apples + 2 peaches + 2 kiwi = 20 €
This is a set of equations that can be solved:
| 1 pear | 1 apple | 1 peach | 1 kiwi |
|---|---|---|---|
| 2.19 € | 1.38 € | 1.32 € | 0.59 € |
Estimates = market expected cost
market selection !!!
the more markets we visit, the more accurate the estimates are
we have
bull 1: snp1 + snp2 … = 2500 (traditional EBV) bull 2: snp1 + snp2 … = 500 (traditional EBV) bull 3: snp1 + snp2 … =-1500 (traditional EBV) bull 4: snp1 + snp2 … = 1200 (traditional EBV)
we have
bull 1: snp1 + snp2 … = 2500 (traditional EBV) bull 2: snp1 + snp2 … = 500 (traditional EBV) bull 3: snp1 + snp2 … =-1500 (traditional EBV) bull 4: snp1 + snp2 … = 1200 (traditional EBV)
we have
bull 1: snp1 + snp2 … = 2500 (traditional EBV) bull 2: snp1 + snp2 … = 500 (traditional EBV) bull 3: snp1 + snp2 … =-1500 (traditional EBV) bull 4: snp1 + snp2 … = 1200 (traditional EBV)
We can estimate the value of any snp !!!
We can genotype an individual and estimate his genomic value
Determine value of an animal at birth (…embryos)
Increase accuracy of selection
Reduce generation interval
Increase selection intensity
Increase rate of genetic gain
down to earth: we NEED phenotypes
extremely useful tools (bridging the gap)
down to earth: we NEED phenotypes
extremely useful tools (bridging the gap)
possibility to understand the relationship among traits
down to earth: we NEED phenotypes
extremely useful tools (bridging the gap)
possibility to understand the relationship among traits
big data issue
down to earth: we NEED phenotypes
extremely useful tools (bridging the gap) #
possibility to understand the relationship among traits
big data issue
down to earth 2: develop “real” application