Detailed Notes for the 10/13/05 Lecture
Even Phage DNA can recombine - Benzer (1961) and T4 phage genetics
Points to remember
Got lots of T4 mutants at rII because mutations were not lethal
Wild-type plaques are small and ragged on E. coli B
RII mutations give large, round plaques on E. coli B
Two types of mutants
Revertible - point mutations
Nonrevertible - deletions (better criteria to follow)
Mutations within a cistron can recombine
RII mutants cannot grow on E. coli K(λ), but rII+ can - conditional lethal
Multiple infection on K(λ) yields rare recombinant phage
Note: recombinant rare; complementation frequent
This gives rise to the cis trans test
Some mutations can recombine with others (point mutations); some cannot (deletions)
Fine structure mapping
Looked at recombination with a set of deletions
Use finer and finer regions
He could see recombination to the single nucleotide level
Could detect recombinants at a level of 0.0001%, but didn't
Either zero (same site) - note: two different mutations at the same site.
Or 0.01% - smallest amount of recombination = 0.02% (only look at one recombination class)
T4 has about 1500 mu, so 0.02/1500 = 1.3 x 10-5 genome
T4 has 2 X 105 nucleotides, so ~2 nucleotides separate
Actually can look at single nucleotide.
So genes are not units of recombination
Distribution of mutations
Wide variation
Not what one expects from Poisson
Hot spots
Using phage to map bacterial genes
Integration can be at one site (lambda) or many (mu)
Excision (removal from the chromosome) can be precise or imprecise
Imprecise excision (in which adjacent DNA is taken up the phage) leads to specialized transduction
Example is λ(gal)
Some phages allow for host DNA to be put into their protein coats
P1 (free - large plasmid)
P22 (lysogen)
Can use this to map genes (generalized transduction)
RF = recombination frequency = recombinant phage/total phage = a+b-/(a+b- + a+b+)
NOTE: this is not recombination, but co-packaging
Can do fine structure mapping - in fact this is how the map of E. coli was made
Tetrad analysis and mapping in fungi – mapping with a centrosome and with identified products of meiosis
Ordered versus nonordered tetrads and octads
Detecting linkage with nonordered tetrads as with yeast
Types of tetrads : PD, NPD, T
If non-linked PD = NPD
If linked PD>>NPD
NCO
ab/ab/++/++ PD
SCO
ab/a+/+b/++ T
DCO
ab/ab/++/++ PD
a+/ab/+b/++ T
a+/a+/+b/+b NPD
ab/a+/++/+b T
Calculating RF
DCO = 4 NPD
SCO = T - 2 NPD (from the DCO)
M = SCO + 2 DCO = T + 6 NPD
RF = 2 T + 3 NPD
What is tetrad analysis used for now
Not for mapping genes - other ways are available
Look for segregation patterns
Modeling recombination
Phenomena to be explained
Unusual (nonMendelian) octads
Chromatid Conversion (2:6) ++++++mm
Half-chromatid conversion (3:5, 3:1:1:3) +++mmmmm
Polarity - gradient of gene conversion events
Half of all conversion events are associated with recombination
Co-conversion
(Robin) Holliday model
Break (Same position for both homologues)
Ligate
Branch Migration
Resolution - break and reform (same or different strands)
Same - no recombination
Different - recombination
Can explain the four observations with gene conversion