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graph_id
stringlengths 14
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listlengths 10
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| num_nodes
int64 10
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float64 0.1
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stringclasses 1
value | created_at
stringdate 2025-11-07 01:21:03
2025-11-07 01:21:03
| seed
int64 32.5M
2.13B
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2025-11-07T01:21:03.418378Z
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| 99
| 0.260526
|
PA
|
2025-11-07T01:21:03.419940Z
| 997,463,880
|
Phase 1 Graphs
Graphs used in Phase 1
Data Card
| Field | Type | Description |
|---|---|---|
graph_id |
string | Unique identifier for the graph |
adjacency_matrix |
List[List[int]] | NxN binary adjacency matrix where A[i,j]=1 means i→j |
num_nodes |
int | Number of nodes in the DAG |
num_edges |
int | Number of edges in the DAG |
density |
float | Graph density (edges / max_possible_edges) |
method |
string | Graph generation method (e.g., "PA", "ER") |
Graph Generation Settings
- Generation Methods:
- Preferential Attachment (PA)
- Variable Densities: Graphs with different sparsity levels
- DAG Structure: All graphs are valid Directed Acyclic Graphs
Quick Start
Load Graphs
import datasets
dataset = load_dataset("CSE472-blanket-challenge/phase1-graphs", split="train")
Convert to NetworkX
import networkx as nx
import numpy as np
# Create directed graph from adjacency matrix
adj_matrix = np.asarray(graph["adjacency_matrix"])
dag = nx.from_numpy_array(adj_matrix, create_using=nx.DiGraph)
print(f"Is DAG: {nx.is_directed_acyclic_graph(dag)}")
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