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terimler
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UMAP

Uniform Manifold Approximation and Projection, a nonlinear dimensionality reduction algorithm that preserves both local and global data structures in a low-dimensional space.

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Differential manifold

Topological space that locally resembles Euclidean space, based on manifold theory to model the intrinsic structure of high-dimensional data.

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Fuzzy simplicial set

Mathematical structure generalizing simplicial sets by assigning weights to relationships between points, allowing a fuzzy representation of neighborhood relationships in UMAP.

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Spectral embedding

Embedding technique based on eigenvalue decomposition of similarity matrices, used in UMAP to initialize projection optimization.

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Force-directed layout

Visualization algorithm simulating physical forces between points to optimize their positioning, applied in UMAP to minimize divergence between spaces.

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Stochastic optimization

Optimization method using random samples to minimize a cost function, employed by UMAP to adjust low-dimensional coordinates.

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Local structure

Immediate proximity relationships between data points in the original space, preserved by UMAP to maintain natural data groupings.

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Global structure

Large-scale relationships between data clusters and regions, maintained by UMAP to preserve the overall topology of the dataset.

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Geodesic distance

Distance measure following the curvature of the data manifold, used by UMAP to calculate the true distances between points in the intrinsic space.

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k-nearest neighborhood

Set of the k closest points to a given point according to a defined metric, fundamental for building the neighborhood graph in UMAP.

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Cross-entropy

Loss function measuring the divergence between probability distributions, optimized by UMAP to align high and low-dimensional spaces.

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Manifold learning

Machine learning paradigm discovering the underlying manifold structure of data, of which UMAP is a modern implementation.

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Neighborhood graph

Data structure representing proximity relationships between points, built by UMAP to model the local topology of data.

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Barycentric coordinates

Representation of a point as a weighted combination of reference points, used by UMAP for initialization and interpolation of projections.

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Custom metric

User-defined distance function to measure similarity between points, supported by UMAP to adapt the algorithm to specific domains.

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Adaptive density

UMAP's ability to dynamically adjust local resolution based on data density, preserving structures in both dense and sparse regions.

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Local minima

Suboptimal equilibrium points in the optimization landscape, avoided by UMAP thanks to advanced initialization and optimization techniques.

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Laplace transform

Mathematical operator applied to the neighborhood graph in UMAP to capture geometric and topological properties of the data.

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n_neighbors hyperparameter

Parameter controlling the size of the local neighborhood in UMAP, influencing the balance between preservation of local and global structures.

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min_dist hyperparameter

Parameter regularizing the compactness of clusters in UMAP, controlling the minimum distance between points in the projected space.

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