Download - Gene Prediction
Gene PredictionGene PredictionComputational Computational
Genomics Genomics February 6, 2012February 6, 2012
OUTLINE
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1. Background- Gene prediction- Protein Coding Sequences- Gene structure and ORF- Prokaryotic Gene Model- Biology of Haemophilus haemolyticus
2. Gene Prediction Approaches-Ab Initio Gene Prediction-Homology based Gene Prediction -RNA gene prediction
3. Gene Prediction Improvement
4. Strategy
What is Gene Prediction ?
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Finding DNA sequences that encode proteins
Protein-coding genes RNA genes
Functional elements -> Regulatory regions
Gene finding is one of the first and most important steps in
understanding the genome of a species once it has
been sequenced
Why develop gene finders?
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As of May 2010, 1,072 complete published bacterial genomes
reported GOLD
4,289 bacterial genome projects are known to be
ongoing (www.genomesonline.org).
Technological improvements in high-throughput DNA sequencing are tremendously increasing the public availability of prokaryotic and eukaryotic
genomes
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almost 2000 genomes
completely sequenced by 2011
Sequencing projects are
growing exponentially
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The underlying reasonsfor sequencing the genome of
various bacteria are either because they are highly
virulent to humans, animals or plants,
or they can be applied to bioremediation or bioenergy
production
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Growing amount of nucleotide sequence data requires also a
concurrent development of adequate bioinformatics tools
for comprehensive understanding of the genetic information they encode as well as of their underlying
biology
Extracting knowledge from data
What is a Gene?
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Such definition does not work for alternatively processed transcription
units
A gene is a linear collection
of exons that are incorporated
into a specific mRNA
A gene is an elementary unit of heredity which is indivisible in the functional sense
A gene codes for discrete functional macromolecule (protein) or functional RNA
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Prokaryotic Gene Model: ORF genes
Small genomes, high gene density - H. influenzae genome is 85% genic
Operons - One transcript, many genes
No introns - One gene, one protein
Open Reading Frames - One ORF per gene - ORF with start and stop codons
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Eukaryotic Gene Structure
Prokaryotic Gene Structure
Haemophilus haemolyticuswhat we know about our target system?
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Gram negative bacterium
Facultative anaerobium
Shape: Coccobacilli
Emerging pathogen
closely related to H.
influenzae
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H. haemolyticus is most closely related to H. influenzae
16S rRNA gene
infB gene
Multilocus Sequence Analysis (MLSA)
Why study Haemophilus haemolyticus ?
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1. Genetic Diversity
2. Emerging Pathogen
3. Intrinsic Biological Value
How Gene Prediction How Gene Prediction works ?works ?
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Gene Prediction Methods
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ORF (Open Reading Frame): a sequence defined by in-frame AUG and stop codon, which in turn defines a putative amino acid sequence.
Simple first step in gene finding
Translate genomic sequence in six frames. Identify the stop codon in each frame.
Regions without stop codons are ORF
The longest ORF from a MET codon is a good prediction of protein encoding sequence.
Open Reading Frames
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• Use only sequence information.
• Identify coding exons.
• Integrate coding statistics to differentiate between coding and non-coding regions. (Real exons expected to show codon bias).
• Calculate likelihood a triplet is in a coding region.
*Works relatively well for prokaryotic genomes wherenon-coding component is small and no introns
ORF Scanning
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Predicting Prokaryotic Protein-Coding Genes
The principle difficulties are:
• detection of initiation site (AUG)• alternative start codons• gene overlap• undetected small proteins
Inspite of these difficulties, prokaryote gene prediction can reach 99% accuracy.
Gene prediction is easier and more accurate in prokaryotes than eukaryotes since prokaryote gene structure is much simpler.
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Protein Coding Methods
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Finding Genes in Prokaryotic DNA
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• Intrinsic Gene Prediction Method.• Inspect the input sequence and search for
traces of gene presence. • Extract information on gene locations using
statistical patterns inside and outside gene regions as well as patterns typical of the gene boundaries.
• ab initio algorithms implement intelligent methods to represent these patterns as a model of the gene structure in the organism.
Ab initio methods
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•Several highly accurate prokaryotic gene-finding methods are based on Markov model algorithms.
Markov model based tools
What are Hidden Markov Models?
• Hidden Markov models (HMMs) are discrete Markov processes where every state generates an observation at each time step.
• A hidden Markov model (HMM) is a statistical Markov model in which the system being modeled is assumed to be a Markov process with unobserved (hidden) states. [wiki]
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Markov Model (Discrete Markov Process)• A discrete Markov process is a sequence of random
variables q1,…,qt that take values in a discrete set S={s1,…,sN} where the Markov property holds.
• Markov property:
• Parameters▫ Initial state probabilities: πi
▫ State transition probabilities: aij
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From Markov Model to HMM
• HMMs are discrete Markov processes where each state also emits an observation according to some probability distribution, we need to augment our model.
• Parameters▫ Initial state probabilities: πi
▫ State transition probabilities: aij
▫ Emission probabilities: ei(k)
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Markov Model Hidden Markov Model
Each state emits an observation with 100%
probability
Each state emits an observation according to a certain probability
distribution
HMM Example – Agnostic Drink Stand (1/2)
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HMM Example – Agnostic Drink Stand (2/2)Suppose we observed the following sequences:
Vodka, Vodka, Coke, Vodka, Vodka, Vodka, Water, Water, Water, Water, Coke, Water, Coke, Coke, Water, Coke, Coke, Water, Coke, Coke, Coke, Vodka, Coke, Water, Vodka, Coke
How might we infer the hidden states?
A possible labeling:
Vodka, Vodka, Coke, Vodka, Vodka, Vodka, Water, Water, Water, Water, Coke, Water, Coke, Coke, Water, Coke, Coke, Water, Coke, Coke, Coke, Vodka, Coke, Water, Vodka, Coke
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HMM Example in Sequencing Analysis
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HMM and Observation Sequence are Known ??
• Given an HMM parameter θ and an observation sequence X1:T, which state sequence Q1:T best explains the observations?max P(Q|X,θ)
• Viterbi algorithm
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How We Get HMM Parameters?
• Training an HMM from labeled sequence
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Design a HMM model for Gene Prediction• The number of states in the model
▫ Start codon▫ Stop codon▫ Intragenic codon▫ Intergenic region
• The number of distinct observation symbols per state
• State transition probability distribution• Observation symbol probability distribution• Initial state distribution
• N-order Markov Model
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Ab Initio Gene Prediction Software
• GeneMark.hmm
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Ab Initio Gene Prediction Software
• GeneMarkS
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Ab Initio Gene Prediction Software
• EasyGene
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Limitations of Current Methods
• HMM has local averaging effect
• Training process is slow and is case-sensitive
• Algorithms are trained with sequences from known genes (overfitting problem)
• MLE + Viterbi is not optimal (several tools have used the scaling factor to tweak the performance)
• Overlapping genes
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Comparison of the Gene Finders
Tools Developed for Output file formats
Prodigal Bacteria & archaea
GBK, GFF, SCO
GeneMarkS
Prokaryotes Algorithm-specific
RAST Bacteria & archaea
GTF, GFF3, GenBank, EMBL
Glimmer3 Prokaryotes Algorithm-specific
EasyGene Prokaryotes GFF3
AMIGene Prokaryotes EMBL, GenBank, GFF
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Tools:•BLAST•SGP2•BLATAdvantages:•Simplest.•Characterized with high accuracy.•Helps find the gene loci plus annotates the region.Disadvantages:Requires huge amounts of extrinsic data and finds only half of the genes. Many of the genes still have no significant homology to known genes.Steps1.Similarity search against the database2.Multiple sequence alignment
Homology based methods
Searching against the Database
• Stepso Use a heuristic (approximate) algorithm to discard most
irrelevant sequences. (Based on Smith-Waterman algorithm)
o Perform the exact algorithm on the small group of remaining sequences.
• Representative algorithmso FASTA (Lipman & Pearson 1985) – First fast sequence
searching algorithm for comparing a query sequence against a database
o BLAST - Basic Local Alignment Search Technique (Altschul et al 1990)
o Gapped BLAST (Altschul et al 1997)
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FASTA and BLAST
• First, identify very short (almost) exact matches.
• Next, the best short hits from the 1st step are extended to longer regions of similarity.
• Finally, the best hits are optimized using the Smith-Waterman algorithm.
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FASTA
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Find runs of identities Score and discard low-scoring runs
Eliminate segments unlikely to be part of alignment; apply banded Smith-Waterman to calculate opt score.
BLAST
• As sensitive as FASTA but much faster
• Confine attention to segment pairs that contain a word pair of length w with a score of at least T
• Phase 1: Compile a list of word pairs above threshold
• Phase 2: Scan the database for the match word hits
• Phase 3: Extend the hits
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BLAST Phase 1: List of Word Pairs
• Compile a list of word pairs (w=3) above threshold T = 15
• Example: A query sequence…FSGTWYA…
A list of words (w=3) is:FSG SGT GTW TWY WYAYSG TGT ATW SWY WFAFTG SVT GSW TWF WYS NTW
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neighborhood GTW 6,5,11 22
word hits GSW 6,1,11 18
> threshold ATW 0,5,11 16
NTW 0,5,11 16
neighborhood GTY 6,5,2 13
word hits GTM 6,5,-1 10 < threshold DAW -1,0,11 10
(T=15)
BLAST Phase 3: Extend the Hit• When you manage to find a hit (i.e. a match between a
“word” and a database entry), extend the hit in either direction.
• Keep track of the score (use a scoring matrix). Stop when the score drops below some cutoff value X.
• High-scoring Segment Pairs (HSPs)
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KENFDKARFSGTWYAMAKKDPEG Query Sequence
MKGLDIQKVAGTWYSLAMAASD. Hit in the Database
Hit!extendextend
Gapped BLAST• Try to connect HSPs by aligning the sequences in
between them
• The Gapped BLAST algorithm allows several segments that are separated by short gaps to be connected together to one alignment
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THEFIRSTLINIHAVEADREA____M_ESIRPATRICKREAD
INVIEIAMDEADMEATTNAMHEW___ASNINETEEN
How to Interpret BLAST Results• E-value
▫ Expected # of alignment with score at least S▫ Number of database hits you expect to find by chance
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Increases linearly with length of query sequence and
database
Decreases exponentially with score of alignment
m = length of query; n= length of database; s= score
K, λ: statistical parameters dependent upon scoring system and background residue frequencies
Score
Alig
nm
en
ts
size of database
your score
expected number of random hits
From E-value to P-value• P-Value: probability of obtaining a score greater
than a given score S at random
P (S’>S) = 1– e-E
Which is approximately E-value• Very small E-values are very similar to P-values. However,
E-values of about 1 to 10 are far easier to interpret than corresponding P-values.
E-Values P-Values10 0.999954605 0.993262052 0.864664721 0.632120560.1 0.09516258 (about 0.1)0.05 0.04877058 (about 0.05)0.001 0.00099950 (about 0.001)0.0001 0.0001000
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BLAST and BLAST-like programs• Traditional BLAST (formerly blastall) nucleotide, protein, translations
▫ blastn nucleotide query vs. nucleotide database▫ blastp protein query vs. protein database▫ blastx nucleotide query vs. protein database▫ tblastn protein query vs. translated nucleotide database▫ tblastx translated query vs. translated database
• Megablast nucleotide only▫ Contiguous megablast
Nearly identical sequences
▫ Discontiguous megablast Cross-species comparison
• Position Specific BLAST Programs protein only▫ Position Specific Iterative BLAST (PSI-BLAST)
Automatically generates a position specific score matrix (PSSM)
▫ Reverse PSI-BLAST (RPS-BLAST) Searches a database of PSI-BLAST PSSMs
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Multiple Sequence Alignment
• Smith-Waterman algorithm
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Carrillo-Lipman Algorithm
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Progressive Alignment Methods
• Feng-Doolittle progressive multiple alignment [1987]
▫ Pairwise alignment of all pairs of N sequence
▫ Construct a guide tree from the distance matrix
▫ Align the sequence based on the tree
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Non protein coding gene prediction
A non-coding RNA (ncRNA) is a functional molecule that is not translated into a protein. The term small RNA (sRNA) is often used for bacterial ncRNA.
Transcripts, whose function lies in the RNA sequence itself and not as information carriers for protein synthesis.
For example: small interfering RNAs (siRNA) is used to protect our genome.It recognizes invading foreign RNAs/DNAs based on the sequence specificity. And helps to degrade the foreign RNAs.
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Non-protein Coding Gene Tools
• tRNA– tRNA-ScanSE
• rRNA– RNAmmer
• sRNA– sRNATarget– sRNAPredict
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Gene prediction improvement pipeline (GenePRIMP)
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GenePRIMP• It is a computational evidence based postprocessing
pipeline that identifies erroneously predicted genes.• The list of gene anomalies reported include :
▫ Short genes▫ Long genes▫ Broken genes▫ Interrupted genes▫ Unique genes▫ Dubious genes
(a) GenePRIMP data flow. (b) BLAST alignments of short, long, broken and interrupted genes. Unique genes have no hits to known proteins (nr database). Dubious genes are unique genes that are shorter than 30 amino acids.
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GenePRIMP analysis of gene calls
Comparison of five gene-calling applications
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Gene Prediction
Gene Prediction Improvement
Str
ate
gy
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ReferencesBinnewies, T. et al. 2006. Ten years of bacterial genome sequencing:comparative-genomics-based discoveries. Funct Integr Genomics 6: 165–185
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Casto A.M. and Amid C. 2010. Beyond the Genome: genomics research ten years after the human genome sequence.Genome Biology, 11:309 King Jordan et al. 2011. Genome Sequences for Five Strains of the Emerging PathogenHaemophilus haemolyticus. Journal of Bacteriology, 193: 5879–5880
Hedegaard J. et al. 2001. Phylogeny of the genus Haemophilus as determined by comparison of partial infB sequences. Microbiology 147, 2599–2609
Murphy T. F. et al. 2007. Haemophilus haemolyticus: A Human Respiratory Tract Commensal to Be Distinguished from Haemophilus influenzae. The Journal of Infectious Diseases, 195:81–9
Theodore M. J. et al. 2012. Evaluation of new biomarker genes for differentiating Haemophilus influenzae from Haemophilus haemolyticus. J. Clin. Microbiology. published online ahead of print on 1 February 2012
Mathe C. et al. 2002. Current Methods of Gene Prediction, their strengths and Weaknesses. Nucleic Acids Research, 30: 4103-4117
Angelova M., Kalajdziski S. and Kocarev L. 2010. Computational methods for gene finding in prokaryotes. ICT Innovations 2010 Web Proceedings, 11-20. Pati A. et al. 2010. GenePRIMP: a gene prediction improvement pipeline for prokaryotic genomes. Nature Methods, 7(6): 455-457.