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Part IV
- If two events are independent, we can multiply the seperate
probabilities of each event to determine the probability
of both events occurring. If two loci are located on non-homologous
chromosomes, the probability of one chromosome with one
type of allele going to a pole during meiosis does not influence
which allelemorph at a non-homologous chromosome goes to
the same pole during anaphase. These independent events
result in the 1:1:1:1 testcross ratio for two alleles at
each of two loci.
- Whe two events are not independent then Probability(A)
x Probability(B) does not equal Probability(A and B). When
two events are not independent we must consider the conditional
probability to determine the joint probability of both events
occuring. In general, Probability(A) x Probability(B/A)
= Probability(A and B).
- The Probability(B/A) is the conditional probability of
B given that event A has occurred. The probability of event
B occurring is changed when event A has already occurred.
This is because the sample space is reduced for event B
when event A has occurred.
- For marker assisted selection (MAS), as the recombination
between the marker and the QTL increases, the effectiveness
of MAS decreases. This is because a smaller proportion of
favorable QTL genotypes will be selected when recombination
between the marker and QTL is increased.
- For single marker-QTL associations, the mean of
each QTL genotype cannot be estimated unless the recombination
fraction between the QTL and the marker is known.
Because the recombination fraction between the QTL
and marker is unknown, only the mean of each marker
class can be estimated.
- The mean of each QTL class cannot be estimated unless
interval mapping is conducted. Interval mapping means that
the QTL is flanked by a marker on either side.
- For single marker-QTL associations, the peak lod score
of the QTL cannot be determined. For interval mapping, the
peak lod score is the QTL position only when there is a
single QTL between the flanking markers.
Copyright
2000©, Ted Helms |
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