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Questions and Answers
What is the default behavior of SVM as a classifier?
What is the default behavior of SVM as a classifier?
In SVM, what is the decision boundary in 2 dimensions?
In SVM, what is the decision boundary in 2 dimensions?
In SVM, what is the separator in d dimensions?
In SVM, what is the separator in d dimensions?
What does it mean for a data set to be linearly separable?
What does it mean for a data set to be linearly separable?
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What are the applications of SVM?
What are the applications of SVM?
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Which of the following correctly describes the decision boundary in SVM?
Which of the following correctly describes the decision boundary in SVM?
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What is the default behavior of SVM as a classifier?
What is the default behavior of SVM as a classifier?
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In SVM, what is the separator in d dimensions called?
In SVM, what is the separator in d dimensions called?
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What does it mean for a data set to be linearly separable in SVM?
What does it mean for a data set to be linearly separable in SVM?
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What are the applications of SVM?
What are the applications of SVM?
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Study Notes
SVM Classifier Behavior
- SVM classifiers aim to find the optimal hyperplane that maximizes the margin between classes, ensuring robust classification.
Decision Boundary in 2 Dimensions
- In 2D, the decision boundary in SVM is a line that separates the data points belonging to different classes.
Separator in d Dimensions
- In d dimensions, the separator in SVM is called a hyperplane.
Linearly Separable Data
- A dataset is linearly separable if it's possible to draw a straight line (or a hyperplane in higher dimensions) that completely separates the data points belonging to different classes.
Applications of SVM
- SVMs are widely used in various applications, including:
- Image recognition
- Text classification
- Object detection
- Bioinformatics
Decision Boundary in SVM
- The decision boundary in SVM is the hyperplane that maximizes the margin between the classes.
SVM Default Behavior
- By default, SVM uses a linear kernel, meaning it attempts to find a linear decision boundary to separate the data.
SVM Separator in d Dimensions
- The separator in SVM in d dimensions is called a hyperplane, which is a generalization of a line to higher dimensions.
Linearly Separable Data in SVM
- A dataset is linearly separable in SVM if it can be divided into two classes by a hyperplane.
SVM Applications
- SVMs are widely used in various applications, including:
- Image recognition
- Text classification
- Object detection
- Bioinformatics
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Description
Test your knowledge on Support Vector Machines (SVM) in Machine Intelligence. This quiz covers the basics of SVM and its working principles. Challenge yourself and see how well you understand this powerful machine learning algorithm.