Gene ontology & hypergeometric test Simon Rasmussen CBS - DTU.
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Transcript of Gene ontology & hypergeometric test Simon Rasmussen CBS - DTU.
Gene ontology & hypergeometric test
Simon Rasmussen
CBS - DTU
The DNA Microarray Analysis Pipeline
Sample PreparationHybridization
Array designProbe design
Experimental Design
Buy standardChip / Array
Statistical AnalysisFit to Model (time series)
Expression IndexCalculation
Advanced Data AnalysisClustering PCA Gene Annotation Analysis Promoter Analysis
Classification Meta analysis Survival analysis Regulatory Network
ComparableGene Expression Data
Normalization
Image analysis
Question/hypothesis
Gene Ontology
• Gene Ontology (GO) is a collection of controlled vocabularies describing the biology of a gene product in any organism
• Very useful for interpreting biological function of microarray data
• Organized in 3 independent sets of ontologies in a tree structure– Molecular function (MF), Biological process (BP),
Cellular compartment (CC)
Tree structure
• Controlled networked terms (total ~25.000)
– Parent / child network organized as a tree
– Terms get more detailed as you move down the network
Relationship
• A gene can be– present in any of the ontologies (MF / BP /
CC)– a member of several GO terms
• True path rule– If a gene is member of a term it is also
member of the terms parents
GO Tree example
•visit www.geneontology.org for more information
KEGG
• KEGG PATHWAYS:– Manually drawn pathway maps representing our
knowledge on the molecular interaction and reaction networks, for a large selection of organisms
• 1. Metabolism• 2. Genetic Information Processing• 3. Environmental Information Processing • 4. Cellular Processes• 5. Human Diseases • 6. Drug Development
Other pathway database: Reactome
KEGG example
Using Gene ontology
• Input: Any list of genes; from microarray exp.– Cluster of genes with similar expression– Up/down regulated genes
• Question we ask:– Are any GO terms overrepresented in the gene list,
compared to what would happen by chance?
• Method– Hypergeometric testing
• The hypergeometric distribution arises from sampling from a fixed population.
10 balls
• We want to calculate the probability for drawing 7 or more white balls out of 10 balls given the distribution of balls in the urn
20 white ballsout of
100 balls
Hypergeometric test
Example
• List of 80 significant genes from a microarray experiment of yeast (~ 6000 genes)
• 10 of the 80 genes are in BP-GO term: DNA replication– Total nr of yeast genes in GO term is 100
• What is the probability of this occurring by chance?
The GO term DNA replication is overrepresented in our list
100 white ballsout of
6000 balls
10 x
70 x
Total 80 balls
p = 6.2 * 10-8