diff --git a/notebooks/README.md b/notebooks/README.md index 56eb1d5c317..41952c6cd30 100644 --- a/notebooks/README.md +++ b/notebooks/README.md @@ -30,11 +30,11 @@ This repository contains a collection of Jupyter Notebooks that outline how to r Layout | | | | | [Force-Atlas2](algorithms/layout/Force-Atlas2.ipynb) |A large graph visualization achieved with cuGraph. | | Link Analysis | | | -| | [Pagerank](link_analysis/Pagerank.ipynb) | Compute the PageRank of every vertex in a graph | -| | [HITS](link_analysis/HITS.ipynb) | Compute the HITS' Hub and Authority scores for every vertex in a graph | +| | [Pagerank](algorithms/link_analysis/Pagerank.ipynb) | Compute the PageRank of every vertex in a graph | +| | [HITS](algorithms/link_analysis/HITS.ipynb) | Compute the HITS' Hub and Authority scores for every vertex in a graph | | Link Prediction | | | -| | [Jaccard Similarity](link_prediction/Jaccard-Similarity.ipynb) | Compute vertex similarity score using both:
- Jaccard Similarity
- Weighted Jaccard | -| | [Overlap Similarity](link_prediction/Overlap-Similarity.ipynb) | Compute vertex similarity score using the Overlap Coefficient | +| | [Jaccard Similarity](algorithms/link_prediction/Jaccard-Similarity.ipynb) | Compute vertex similarity score using both:
- Jaccard Similarity
- Weighted Jaccard | +| | [Overlap Similarity](algorithms/link_prediction/Overlap-Similarity.ipynb) | Compute vertex similarity score using the Overlap Coefficient | | Sampling | | | [Random Walk](sampling/RandomWalk.ipynb) | Compute Random Walk for a various number of seeds and path lengths | | Traversal | | | @@ -61,21 +61,7 @@ Running the example in these notebooks requires: * CUDA 11.4+ * NVIDIA driver 450.51+ - - -#### Notebook Credits - -- Original Authors: Bradley Rees -- Last Edit: 04/19/2021 - -RAPIDS Versions: 0.19 - -Test Hardware -- GV100 32G, CUDA 9,2 - - - -##### Copyright +#### Copyright Copyright (c) 2019-2022, NVIDIA CORPORATION. All rights reserved. diff --git a/notebooks/algorithms/README.md b/notebooks/algorithms/README.md index 03262336fbc..cfac699ec8e 100644 --- a/notebooks/algorithms/README.md +++ b/notebooks/algorithms/README.md @@ -10,33 +10,33 @@ This repository contains a collection of Jupyter Notebooks that outline how to r | Folder | Notebook | Description | | --------------- | ------------------------------------------------------------ | ------------------------------------------------------------ | -| Centrality | | | +| [Centrality](centrality/README.md) | | | | | [Centrality](centrality/Centrality.ipynb) | Compute and compare multiple (currently 5) centrality scores | | | [Katz](centrality/Katz.ipynb) | Compute the Katz centrality for every vertex | | | [Betweenness](centrality/Betweenness.ipynb) | Compute both Edge and Vertex Betweenness centrality | | | [Degree](centrality/Degree.ipynb) | Compute Degree Centraility for each vertex | | | [Eigenvector](centrality/Eigenvector.ipynb) | Compute Eigenvector for every vertex | -| Community | | | +|[Community](community/README.md) | | | | | [Louvain](community/Louvain.ipynb) | Identify clusters in a graph using both the Louvain and Leiden algorithms | | | [ECG](community/ECG.ipynb) | Identify clusters in a graph using the Ensemble Clustering for Graph | | | [K-Truss](community/ktruss.ipynb) | Extracts the K-Truss cluster | | | [Spectral-Clustering](community/Spectral-Clustering.ipynb) | Identify clusters in a graph using Spectral Clustering with both
- Balanced Cut
- Modularity Modularity | | | [Subgraph Extraction](community/Subgraph-Extraction.ipynb) | Compute a subgraph of the existing graph including only the specified vertices | | | [Triangle Counting](community/Triangle-Counting.ipynb) | Count the number of Triangle in a graph | -Components | | | +|[Components](components/README.md) | | | | | [Connected Components](components/ConnectedComponents.ipynb) | Find weakly and strongly connected components in a graph | -| Cores | | | +| [Cores](cores/README.md) | | | | | [core-number](cores/Core-number.ipynb) | Computes the core number for every vertex of a graph G. The core number of a vertex is a maximal subgraph that contains only that vertex and others of degree k or more. | | | [kcore](cores/kcore.ipynb) |Find the k-core of a graph which is a maximal subgraph that contains nodes of degree k or more.| Layout | | | | | [Force-Atlas2](layout/Force-Atlas2.ipynb) |A large graph visualization achieved with cuGraph. | -