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However, UMAP is designed to preserve the global structure of the data, making it more stable and less sensitive to parameter changes and initial conditions compared with other dimensionality reduction algorithms such as t-distributed Stochastic Neighbor Embedding. To illustrate this stability, we present UMAP projections using the specified parameters with different random seeds (Figure 4) and with the same random seed but varying local neighborhood and minimum distance parameters (Figure 5).
JMIR AI 2025;4:e67369
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