1-20 of 1712
Sort by
Image
Published: 08 April 2025
Image
Published: 08 April 2025
Image
Published: 08 April 2025
Figure 1 Distance Matrix of Height and Weight Data.
Image
Published: 08 April 2025
Image
Published: 08 April 2025
Figure 4 Percent of Each Variable Entry With Missing Data in the Myocardial Infarct Dataset.
Image
Published: 08 April 2025
Image
Published: 08 April 2025
Image
Published: 08 April 2025
Image
Published: 08 April 2025
Image
Published: 08 April 2025
Image
Published: 08 April 2025
Figure 7 Comparison of Classifier Performance. Left: Estimated of Accuracy Scores for KNN, Decision Tree. Right: Neural Network Classifiers. These Measures are Taken From 5-Fold Cross-Validation for Each Model.
Image
Published: 08 April 2025
Image
Published: 08 April 2025
Figure 8 Scree Plot Displaying the Percentage of Variance Captured by the First 25 Principal Components of the Myocardial Infraction Dataset. Sometimes Referred to as an Elbow Plot, a Vertical Line Has Been Drawn at PC6, the Point at Which the Additional Variance Captured Visibly Decreases or “Elbows”.
Image
Published: 08 April 2025
Figure 11 UMAP Embeddings of the Myocardial Infarction Dataset, Generated Using Different min_dist Values. Points are Colored by LET_IS Value.
Image
Published: 08 April 2025
Figure 2 The Distances Among Samples from the Myocardial Infarction Dataset are Shown According to Different Distance Metrics. While Qualitatively, These Matrices Look Similar, Note That the Scale of the Distances Varies Greatly Between Metrics.
Image
Published: 08 April 2025
Image
Published: 08 April 2025
Figure 3 Scatter Plot of Systolic Blood Pressures Recorded by the Intensive Care Unit and Emergency Cardiology Team. The First Principal Component (Red) and the Second Principal Component (Blue) are Also Shown.
Image
Published: 08 April 2025
Image
Published: 08 April 2025
Image
Published: 08 April 2025
Figure 6 Visualization of KNN Versus RKNN for k = 1. Given a Query Point q , KNN Finds the Point Closest to q ( ), While RKNN Identifies All Points in the Dataset for Which q is a KNN. The Latter can be Achieved by Drawing a Circle Around Each Point with a Radius to its -Nearest Neighbor. q is