|
|
Regression Analysis |
|
Describing and evaluating the relationship between the dependent variable, and one or more independent variables. Explanation of Regression Analysis. Statistical Forecasting. |
What is Regression Analysis? Description
Usage of Regression Analysis. BenefitsRegression analysis can predict the outcome of a given key business indicator (dependent variable) based on the interactions of other related business drivers (explanatory variables). For example: it allows you to predict sales volume, using the amount spent on advertising and the number of sales people that you employ. Of course, a real model would need more variables and is much more complex.
Nobody can really see into the future. However modern statistical methods, econometric models and business intelligence software can be used to forecast and estimate what is going to happen in the future.
Regression Analysis models are used to help us predict the value of one unknown variable, through one or more other variables whose values can be predetermined.
Steps in Regression Analysis. ProcessThe first stage of the process is to identify the variable that we must predict (the dependent variable). Then we carry out multiple regression analysis, focusing on the variables we want to use as predictors (explanatory variables). The multiple regression analysis would then identify the relationship between the dependent variable and the explanatory variables. This is then finally presented as a model (formula).
Regression Analysis Forum
Regression Analysis Special Interest Group
Regression Analysis Education & Events
Add a link to this pageCopy and paste this code to your web page:
Compare with: Dynamic Regression | Exploratory Factor Analysis | Exponential Smoothing | ARIMA | Analytical CRM | Operations Research
Return to Management Hub: Finance & Investing | Marketing
|
12manage for:
|
|
|
|
|
Enter a new Tip, Idea, Comment or Question |
Enter your Reaction. |
Enter your Reaction. |
Enter your Reaction. |
| § Polo (Ghana) | Regression Analysis explanation | "Well, I think it was a good explanation of regression analysis that could easily be understood but would have been better or more informative if it had been related to some practical fields. thank you" |
Enter your Reaction. |