PhD Defense DELEVOYE Guillaume
09/06/2022
Supervisor : Dr MEYER Eric
Jury members : Dr DUHARCOURT Sandra, Dr CHEN Chunlong, Dr DURET Laurent
Le noyau
des cellules
est rempli
d'ADN
ATCGATGCGGATTCGATCATGCTAGCTGATCGATCGGAAGCTTGACTAGTCGATCGATCGATCGATCGATCGATCTTCTATATATATGCGCGTAGCTAGCTAGCTAGCTATATATGCATAGAGAGCTCGATCGCGCTATCTCCTCTGATCGATCGATCGGGATCGATCGGATCGATGCATTAGGATCGATCGGT
....
Entre autres, c'est un livre de recettes de protéines
La protéine qui correspond à un bout d'ADN peut parfois copier-coller, ou couper-coller ce bout d'ADN ailleurs
Unicellular eucaryote with 3 nuclei:
DNA ratio: 1 MIC for 200 MAC
+ DIfficult to purify the MIC DNA
45.000 Unique sequences
30% of IESs only are small-ncRNA dependant (shown by DICER-like2-3 silencing)
6mA likely to be abundant in Paramecium:
Suspected 2.5% in the MAC of P. aurelia by Cummings et Al (1975)
Also documented 6mA in the MIC
2) Crosstalks in the new forming MAC
1) Constant pattern in the MIC
Transcient ?
Candidates:
2) PacBio sequencing with short inserts | 6mA ++
Also at hand:
1) Grouped silencings by sequence homology
Methylation analysis needs local coverage> 25X
$$log(ipdRatio)= log(\frac{MeanIPD_{experience}}{Model})$$
Reads up to 80 kbp
99% accuracy
Max
75% accuracy
Because our inserts are circular and shorts, we can make CCS of high accuracy despite a 15% error-rate
Deduced origin
MIC DNA
Alignment of consensus
TA
TA
TA
Deduced origin
MIC DNA
Alignment of consensus
Only a few remaining: ~ 10 to ~200 sequences
100% should carry a methylation pattern
"genome"
Total Paramecium
Total sequencing
Little bug to be corrected
30%
+ Applying the retention filter divides the number of "MAC_IES" approximately by 50%
H0: ipdRatio of umethylated-Adenines
H1: ipdRatio of 6mA
S: Threshold on the pvalue
--> Specificity
--> Sensitivity
$$\alpha$$
$$1 - \beta $$
Adenine
6mA
ln(ipdRatio) ~ N(0,1)
log(ipdRatio)
A pvalue is just the likelihood that log(ipdRatio) is in the tail of H0 when H0 is true
E.coli:
I investigated the PacBio's output on it's GATC & EcoK VS other sites
Separability raises with coverage, which is expected
...but are not ideally distributed
Ideal pvalues
--> Allows magic !
PacBio's
$$\pi_{0}, \pi_{1}$$
All Adenines' pvalues [E.coli] coverage > 40X
PacBio's pvalues:
For n6mA, PacBio produces:
They are PHRED-transformed p-values of two different statistical tests, that rely on the mean of the IPDs
The scores (Qv) are PHRED-transformed p-values
Typical covscore plot
Modification score / coverage
Using flat threshold on modification score = Hudge lack of power
From now on
"positive detection"
=
score > linear thershold
(only >25X considered)
How good (or bad) is our method ?
$$Se = P(D^+|M) ~ 92\%$$
$$Sp = P(D^-|NM) ~ 99.8\%$$
Starting from sufficient coverages (~20X to ~30X), Se and Sp don't depend on the coverage anymore
If p number of positive detections among N tests:
p = FP + TP
So,
Which means
And:
~95% of the methylation locates in AT dinucleotides in the MAC
True in any condition
75% of the methylation in an AT dinucleotide is actually symetrically modified, independantly from being in the MAC or the MIC
Kept in MIC and MAC
All conditions
Present in all samples
Never erased
Conclusion: We are either in scenario 1 or 3
(Sp largely underestimated)
Was expected but confirmed
Let FD1 and FD2 be resp:
Then:
With
We can also find the number of hemi-methylated sites being detected as such, and the proportion of sites detected as hemi-methylated that are really hemi-methylated. This is possible because we now approximately know PZ0, PZ1 and PZ2, and P(D|Z) is easy to determine:
Then, P(Z|D) can be determined through Bayes theorem using P(D|Z), P(Z) and P(D) (which are all known)
P(Z=1|D=1)
is our case of interest
Pure MIC sequences: Cannot yet be trusted (error in the pipeline)
Coverage >= 40X made us lose too many materials, should restart with >=20X
HTVEG
MT2
--> Some molecules carry all the detections, in sym-A*T
Very likely to be sequences comming from the MAC to my opinion
At first look, seems like the same in all samples
Sorry for the headaches !! Thanks for your time :)
modelPrediction is the predicted IPD value by the model in a given context of nucleotides at this position
globalIPD is the mean of all the IPD values of the read.
localIPD represents all IPDs that have been mapped at a given position in the genome, including those from other sequences
Conclusion on the capping
Laura landwebehr 2020
Oxytrichia trifallax
A outAT score 20 isQv20 (812 seq)
A outAT score20 idQv20 + Strong BH correction (176 seq)
ipdRatio out GATC before filtering BH vs after (qv20/idqv20)