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Material Type: Project; Professor: Flann; Class: TOPICS: GAME DEVELOPMENT; Subject: Computer Science; University: Utah State University; Term: Unknown 2000;
Typology: Study Guides, Projects, Research
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Team Member Professor Sanket Singhvi Dr. John R. Stevens Hyoung-Il Oh Chang-su Seo
(^) performed on the set of 2000 Randomly selected Genes. (^) Outcome of Global Test: (^) P-Value for each GO Code. (^) Graph that shows the problem areas
(^) Ebayes/Limma Test is performed on the set of Gene. (^) Outcome (^) P-Values for all gene. (^) Different plots like Log Fold Change, histogram of P- Values, volcano plot.
(^) P Values For Yellow Nodes < 0. Red Nodes 0.05 <=p< 0. Gray Nodes P >= 0. (^) Node A is subset of Node B and Node B is subset of Node C
(^) Results of test: (^) No. of significant Genes -- 3021 (^) No. of non-significant Genes -- 9604 (^) P-Values for each individual Gene.
To find the answer of following question (^) What summaries of local test P-Values are closely related to Global test P-value. e.g. Mean, Median, Standard Deviation, Skewness etc. (^) Different trends for different values of N and proportion of significant gene? (^) What graphical Summaries most effectively communicate these results? (^) What variation on the sampling scheme might affect the results?
(^) We have tested for number of genes from 100 to 9000. Mean Plots N = 250 N = 500 N = 750 `
(^) Skewness Plots – Measure of Non-Symmetry N = 250 N = 500 N = 750 `
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(^) Run the simulation for the smaller number of Genes. (^) Instead of randomly selecting the genes, Select Genes using the Extreme Values of P-Value. (^) Write up for Poster.
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