<p>In the above scatter plot, each point corresponds to the number of true/false votes accumulated by each substructure across all clusterings. Combining the above label vote vectors with the known labels for substructures to train an svm (using linear kernel) results in the decision boundary shown as the bold black line. The red and blue regions (right and left sides of the boundary, respectively) denote the values for which the predicted label will be <b>false</b> and <b>true</b>, respectively. Blue points indicate substructures known to have the <b>true</b> label while red points denote the <b>false</b> label. In the case of Roscovitine above, wide separation between the two classes exists.</p
Abstract: In this paper, we provide a thorough analysis of decision boundaries of neural networks wh...
<p>The position of each diamond and triangle (representing brain volumes) relative to the decision b...
<p>The blue dots are labeled negatively, the green dots are labeled positively. Left: Local gradient...
<p>Two-dimensional data points belonging to two different classes (circles and squares) are shown in...
<p>The red and black circles represent samples from REST and MI-GRASP respectively.</p
<p>Each plot represents the activity of a hypothetical cell 1 as a function of the activity of hypot...
Understanding how a classifier partitions a high-dimensional input space and assigns labels to the p...
<p>The red and black circles represent samples from MI-GRASP and MI-ELBOW respectively.</p
<p>Although, SVMs work in multidimensional space where the dimensionality depends on the number voxe...
Visualizing decision boundaries of machine learning classifiers can help in classifier design, testi...
<p>We modified the toy dataset by moving the point shaded in gray to a new position indicated by an ...
Support Vector Machines (SVMs) perform pattern recognition between two point classes by finding a de...
This paper proposes an improved support vector machine (SVM) classifier by introducing a soft decisi...
In the simplest form support vector machines (SVM) define a separating hyperplane between classes ge...
Abstract. In the simplest form support vector machines (SVM) de-fine a separating hyperplane between...
Abstract: In this paper, we provide a thorough analysis of decision boundaries of neural networks wh...
<p>The position of each diamond and triangle (representing brain volumes) relative to the decision b...
<p>The blue dots are labeled negatively, the green dots are labeled positively. Left: Local gradient...
<p>Two-dimensional data points belonging to two different classes (circles and squares) are shown in...
<p>The red and black circles represent samples from REST and MI-GRASP respectively.</p
<p>Each plot represents the activity of a hypothetical cell 1 as a function of the activity of hypot...
Understanding how a classifier partitions a high-dimensional input space and assigns labels to the p...
<p>The red and black circles represent samples from MI-GRASP and MI-ELBOW respectively.</p
<p>Although, SVMs work in multidimensional space where the dimensionality depends on the number voxe...
Visualizing decision boundaries of machine learning classifiers can help in classifier design, testi...
<p>We modified the toy dataset by moving the point shaded in gray to a new position indicated by an ...
Support Vector Machines (SVMs) perform pattern recognition between two point classes by finding a de...
This paper proposes an improved support vector machine (SVM) classifier by introducing a soft decisi...
In the simplest form support vector machines (SVM) define a separating hyperplane between classes ge...
Abstract. In the simplest form support vector machines (SVM) de-fine a separating hyperplane between...
Abstract: In this paper, we provide a thorough analysis of decision boundaries of neural networks wh...
<p>The position of each diamond and triangle (representing brain volumes) relative to the decision b...
<p>The blue dots are labeled negatively, the green dots are labeled positively. Left: Local gradient...