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Linear with polynomial regression: Overview

International Journal of Applied Research · 2021 · Vol. 7(8) · pp. 273–275
Siddhant PatilShruti Patil

Abstract

In the current world, there is a need to analyze and define the relations from the data and predict outcomes for profits. Regression is a Machine Learning technique that involves finding correlations between variables and predicts a continuous output. It helps us to understand how the value of the dependent variable (target) is changing corresponding to an independent variable (predictor). The aim of this paper is to discuss linear regression with its types, polynomial regression, and the relationship between Linear Regression and Polynomial Regression and how they are interrelated. These techniques are widely used to find the trends in data and forecast some outcomes. The aforementioned techniques are explained and analyzed based on the factors like the size of the dataset, type of the data set, quality, efficiency, consistency, accuracy, variables, and performance. These methods create a visual graph that can be used for predicting various past and future outcomes. The intent of discussing the relationship between the techniques is to assist new researchers and beginners to understand how they function, so they can come up with new approaches and innovations for improvement.

Stock Market Forecasting MethodsForecasting Techniques and ApplicationsBig Data and Business IntelligencePolynomial regressionLinear regressionRegression analysisComputer scienceVariablesProper linear modelRegressionConsistency (knowledge bases)Variable (mathematics)Set (abstract data type)
Citations
19
FWCI
1.43
field-weighted impact
References
7
Percentile
83%
vs. same field & year
Citations per year
References
A Study on Multiple Linear Regression Analysis
Procedia - Social and Behavioral Sciences · 2013 · 1,125 citations
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Linear with polynomial regression: Overview · Scinovex