Polynomial Regression - The heart of this predictor
Within the NIRF (National Institutional Ranking Framework) methodology, "SS" stands for Student Strength. It is a crucial sub-parameter under the Teaching, Learning and Resources (TLR) category.
The SS score reflects the total number of students enrolled in an institution across all levels, including undergraduate, postgraduate, and particularly the number of doctoral (PhD) students.
Student strength is considered important as it provides insights into the institution's size, the scale of its operations, and its capacity for higher-level research activities, especially indicated by the number of PhD scholars. It is one of several factors used to calculate the overall TLR score, which contributes to the final NIRF ranking.
Predicting scores like SS often involves statistical modeling. A fundamental approach is Linear Regression , which attempts to model the relationship between input variables (like NT, NE, Np) and the target variable (SS Score) as a straight line. It assumes a simple linear relationship.
However, relationships in real-world data can be more complex and might not follow a straight line. Polynomial Regression is an extension of Linear Regression that allows us to model non-linear relationships by including polynomial terms (like the square or cube of an input variable) in the model equation. This enables the model to fit curves to the data, potentially capturing more intricate patterns than a simple linear model.
This SS Score predictor utilizes a Polynomial Regression model, trained on relevant data, to estimate the SS score based on the NT, NE, and Np values you provide. It finds the curve that best fits the historical data to make its prediction.
*Note: This is a predictive tool based on a specific model and data. Actual SS scores can vary.*