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snijesh

Snijesh VP

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Dissecting the steps in ssGSEA analysis
Single-sample Gene Set Enrichment Analysis (ssGSEA) is a powerful method used to determine the enrichment of gene sets in individual samples, offering insights into pathway activity at a single-sample resolution. This step-by-step analysis involves ranking gene expression values, identifying genes within predefined gene sets, and calculating enrichment scores. The process begins with ranking the expression values and sorting them in decreasing order. The presence of genes within a specific gene set is then determined, and their indices are identified. A vector of zeros is initialized and updated with weighted ranks for the genes in the set, followed by normalization and computation of the cumulative sum. Similarly, a vector for genes not in the set is created and normalized. The final enrichment score is derived by calculating the difference between the cumulative sums of the gene set and non-gene set vectors. This detailed dissection of ssGSEA enables researchers to comprehensively understand pathway dynamics and biological processes within individual samples.
Identification of differentially expressed genes using limma
The identification of differentially expressed genes (DEGs) is a critical step in understanding the molecular mechanisms underlying various biological conditions and diseases. The limma (Linear Models for Microarray Data) package in R is a widely used tool for this purpose, offering a robust statistical framework for analyzing gene expression data. This process involves several key steps: preprocessing the data, including normalization to adjust for technical variability; constructing a design matrix to model the experimental conditions; fitting linear models to the expression data; and applying empirical Bayes methods to moderate the estimates of variance. The final output includes lists of DEGs with associated statistics, such as fold changes and adjusted p-values, which are used to infer biological significance. Limma's flexibility and statistical rigor make it an invaluable tool for researchers exploring gene expression changes across different conditions or treatments.
Limma and DESeq2
Dates to Gene symbols
One drawback of using Excel to display gene symbols as dates is the potential for misinterpretation and data corruption. Excel is primarily designed for numerical and date-based data, and when it encounters gene symbols that resemble dates, it may automatically convert them into date format.
PAM50 Breast Cancer Subtype Classification
The PAM50 Breast Cancer Subtype Classification is a molecular profiling tool widely used in breast cancer research and clinical settings to categorize tumors into intrinsic subtypes based on the expression patterns of 50 key genes. PAM50, which stands for Prediction Analysis of Microarray 50, employs gene expression data obtained from microarray technology or RNA sequencing to stratify breast cancer cases into distinct subtypes, including Luminal A, Luminal B, HER2-enriched, Basal-like, and Normal-like. These subtypes offer valuable insights into the biological characteristics of breast tumors, aiding in prognosis, treatment decisions, and personalized medicine approaches. The PAM50 classification system has proven valuable in enhancing our understanding of breast cancer heterogeneity and guiding clinicians in tailoring therapeutic strategies based on the unique molecular profile of each patient's tumor.
Odds Ratio in Statistics
The odds ratio (OR) is a statistical measure used to quantify the strength and direction of the association between two categorical variables. It is commonly employed in epidemiology, medicine, and other fields where researchers are interested in understanding the relationship between two variables.
Quadrant Plots
A graphical representation that divides a two-dimensional space into four distinct regions or quadrants based on specific criteria or thresholds. Each quadrant typically represents a combination of two variables or conditions, making it a useful tool for visualizing relationships and patterns in data. Quadrant plots are commonly used in various fields, including business, finance, biology, and data analysis