Download geomretrieval/geometry.py from Angshul/SparseGeometricRAG: direct link, hf CLI and curl.
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- Download file 3.88 kB
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https://huggingface.co/datasets/Angshul/SparseGeometricRAG/resolve/main/geomretrieval/geometry.py
- Command line
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hf download hf://datasets/Angshul/SparseGeometricRAG/geomretrieval/geometry.py
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curl -L -o geometry.py https://huggingface.co/datasets/Angshul/SparseGeometricRAG/resolve/main/geomretrieval/geometry.py
3.88 kB
| from __future__ import annotations | |
| import numpy as np | |
| from scipy import sparse | |
| from sklearn.preprocessing import normalize | |
| from .config import FrozenConfig | |
| from .utils import csr_row_topk_matrix | |
| def _keep_top_sparse_rows(mat: sparse.csr_matrix, k: int, exclude_diagonal_offset: int | None = None) -> sparse.csr_matrix: | |
| rows, cols, vals = [], [], [] | |
| for r in range(mat.shape[0]): | |
| a, b = mat.indptr[r], mat.indptr[r + 1] | |
| idx, dat = mat.indices[a:b], mat.data[a:b] | |
| if exclude_diagonal_offset is not None: | |
| diag = exclude_diagonal_offset + r | |
| mask = idx != diag | |
| idx, dat = idx[mask], dat[mask] | |
| if len(dat) == 0: | |
| continue | |
| kk = min(k, len(dat)) | |
| pick = np.argpartition(dat, -kk)[-kk:] | |
| pick = pick[np.argsort(dat[pick])[::-1]] | |
| rows.extend([r] * kk) | |
| cols.extend(idx[pick].tolist()) | |
| vals.extend(dat[pick].astype(np.float32).tolist()) | |
| return sparse.csr_matrix((np.asarray(vals, np.float32), (rows, cols)), shape=mat.shape) | |
| def build_term_graphs(X: sparse.csr_matrix, cfg: FrozenConfig) -> tuple[sparse.csr_matrix, sparse.csr_matrix]: | |
| """Build first-order significance-shrunk PPMI A and second-order context graph G. | |
| Both are built blockwise; a dense vocabulary x vocabulary matrix is never | |
| instantiated. | |
| """ | |
| N, M = X.shape | |
| T = csr_row_topk_matrix(X, cfg.L, binary=True) | |
| n_i = np.asarray(T.sum(axis=0)).ravel().astype(np.float64) | |
| A_rows, A_cols, A_vals = [], [], [] | |
| bs = cfg.graph_block_size | |
| for start in range(0, M, bs): | |
| end = min(M, start + bs) | |
| # co[r,j] = number of documents in which term start+r and j both appear | |
| # among the document's top-L TF-IDF coordinates. | |
| co = (T[:, start:end].T @ T).tocsr() | |
| for local in range(end - start): | |
| i = start + local | |
| a, b = co.indptr[local], co.indptr[local + 1] | |
| js = co.indices[a:b] | |
| nij = co.data[a:b].astype(np.float64) | |
| mask = (js != i) & (nij > 0) & (n_i[js] > 0) & (n_i[i] > 0) | |
| js, nij = js[mask], nij[mask] | |
| if not len(js): | |
| continue | |
| ppmi = np.log((nij * float(N) + 1e-12) / (n_i[i] * n_i[js] + 1e-12)) | |
| ppmi = np.maximum(ppmi, 0.0) | |
| score = (nij / (nij + cfg.graph_significance_tau)) * ppmi | |
| pos = score > 0 | |
| js, score = js[pos], score[pos] | |
| if not len(score): | |
| continue | |
| kk = min(cfg.assoc_k, len(score)) | |
| pick = np.argpartition(score, -kk)[-kk:] | |
| pick = pick[np.argsort(score[pick])[::-1]] | |
| A_rows.extend([i] * kk) | |
| A_cols.extend(js[pick].tolist()) | |
| A_vals.extend(score[pick].astype(np.float32).tolist()) | |
| A = sparse.csr_matrix((np.asarray(A_vals, np.float32), (A_rows, A_cols)), shape=(M, M)) | |
| A.eliminate_zeros() | |
| An = normalize(A, norm="l2", axis=1, copy=True) | |
| G_rows, G_cols, G_vals = [], [], [] | |
| for start in range(0, M, bs): | |
| end = min(M, start + bs) | |
| sim = (An[start:end] @ An.T).tocsr() | |
| for local in range(end - start): | |
| i = start + local | |
| a, b = sim.indptr[local], sim.indptr[local + 1] | |
| js = sim.indices[a:b] | |
| vv = sim.data[a:b] | |
| mask = (js != i) & (vv > 0) | |
| js, vv = js[mask], vv[mask] | |
| if not len(vv): | |
| continue | |
| kk = min(cfg.route_k, len(vv)) | |
| pick = np.argpartition(vv, -kk)[-kk:] | |
| pick = pick[np.argsort(vv[pick])[::-1]] | |
| G_rows.extend([i] * kk) | |
| G_cols.extend(js[pick].tolist()) | |
| G_vals.extend(vv[pick].astype(np.float32).tolist()) | |
| G = sparse.csr_matrix((np.asarray(G_vals, np.float32), (G_rows, G_cols)), shape=(M, M)) | |
| G.eliminate_zeros() | |
| return A, G | |