Examples of using Multiple linear in English and their translations into Chinese
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A multiple linear regression model was constructed.
Construct the following multiple linear regression model:.
If Y, B, and U were column vectors,the matrix equation above would represent multiple linear regression.
This model is known as a multiple linear regression model.
Letting a multiple linear regression do the work is certainly more robust than your eyeballing estimates.
A study of partial F tests for multiple linear regression models.
In the context of multiple linear regression these can be thought of as regression co-efficients or beta's.
If there is more than one variable it is called Multiple Linear Regression.
The general shape of a multiple linear regression model is the following:.
Can we easily extend our previous code to handle multiple linear regression?
And, Multiple Linear Regression(as the name suggests) is characterized by multiple(more than 1) independent variables.
The Polynomial regression is also called as multiple linear regression models.
And, Multiple Linear Regression(as the name suggests) is characterized by multiple(more than 1) independent variables.
Efficiency A single vectored I/O operation can replace multiple linear I/O operations.
And, Multiple Linear Regression(as the name suggests) is characterized by multiple(more than 1) independent variables.
For more than one explanatory variable, the process is called multiple linear regression.
Not to be confused with Multiple linear regression, Generalized linear model or General linear methods.
We can generalize ourprevious equation for simple linear regression to multiple linear regression-.
A single PDF417 symbol can be imagined as multiple linear bar-codes(called"rows") stacked above each other.
There is no need to get confused with multiple linear regression, generalized linear model or general linear methods.
Multiple linear regression models indicated that most syndrome variations(up to 86%) can be explained by counts of respiratory pathogens.
Mathematical rules-algorithms have been developed which can extract multiple linear regression lines from neural networks.
Multiple linear regression is a linear regression extension, involving more than two attributes and fitting the data to a multi-dimensional surface.
Complex spatial fingerprints of change can do a much betterjob at discriminating between competing hypotheses than simple multiple linear regression with a single time-series.
A generalization of LC- multiple linear cryptanalysis- was suggested in 1994(Kaliski and Robshaw), and was further refined by Biryukov and others.
The two basic types of regression are linear regression and multiple linear regression, although there are non-linear regression methods for more complicated data and analysis.