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#laplacians — Public Fediverse posts

Live and recent posts from across the Fediverse tagged #laplacians, aggregated by home.social.

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  1. 'Fermat Distances: Metric Approximation, Spectral Convergence, and Clustering Algorithms', by Nicolás García Trillos, Anna Little, Daniel McKenzie, James M. Murphy.

    jmlr.org/papers/v25/23-0939.ht

    #laplacians #metrics #metric

  2. 'Fermat Distances: Metric Approximation, Spectral Convergence, and Clustering Algorithms', by Nicolás García Trillos, Anna Little, Daniel McKenzie, James M. Murphy.

    jmlr.org/papers/v25/23-0939.ht

    #laplacians #metrics #metric

  3. 'Fermat Distances: Metric Approximation, Spectral Convergence, and Clustering Algorithms', by Nicolás García Trillos, Anna Little, Daniel McKenzie, James M. Murphy.

    jmlr.org/papers/v25/23-0939.ht

    #laplacians #metrics #metric

  4. 'Fermat Distances: Metric Approximation, Spectral Convergence, and Clustering Algorithms', by Nicolás García Trillos, Anna Little, Daniel McKenzie, James M. Murphy.

    jmlr.org/papers/v25/23-0939.ht

    #laplacians #metrics #metric

  5. 'Fermat Distances: Metric Approximation, Spectral Convergence, and Clustering Algorithms', by Nicolás García Trillos, Anna Little, Daniel McKenzie, James M. Murphy.

    jmlr.org/papers/v25/23-0939.ht

    #laplacians #metrics #metric

  6. 'Radial Basis Approximation of Tensor Fields on Manifolds: From Operator Estimation to Manifold Learning', by John Harlim, Shixiao Willing Jiang, John Wilson Peoples.

    jmlr.org/papers/v24/22-1193.ht

    #laplacians #laplacian #manifold

  7. 'Radial Basis Approximation of Tensor Fields on Manifolds: From Operator Estimation to Manifold Learning', by John Harlim, Shixiao Willing Jiang, John Wilson Peoples.

    jmlr.org/papers/v24/22-1193.ht

    #laplacians #laplacian #manifold

  8. 'Radial Basis Approximation of Tensor Fields on Manifolds: From Operator Estimation to Manifold Learning', by John Harlim, Shixiao Willing Jiang, John Wilson Peoples.

    jmlr.org/papers/v24/22-1193.ht

    #laplacians #laplacian #manifold

  9. 'Radial Basis Approximation of Tensor Fields on Manifolds: From Operator Estimation to Manifold Learning', by John Harlim, Shixiao Willing Jiang, John Wilson Peoples.

    jmlr.org/papers/v24/22-1193.ht

    #laplacians #laplacian #manifold

  10. 'Radial Basis Approximation of Tensor Fields on Manifolds: From Operator Estimation to Manifold Learning', by John Harlim, Shixiao Willing Jiang, John Wilson Peoples.

    jmlr.org/papers/v24/22-1193.ht

    #laplacians #laplacian #manifold

  11. 'Large sample spectral analysis of graph-based multi-manifold clustering', by Nicolas Garcia Trillos, Pengfei He, Chenghui Li.

    jmlr.org/papers/v24/21-1254.ht

    #laplacians #manifolds #laplacian

  12. 'Large sample spectral analysis of graph-based multi-manifold clustering', by Nicolas Garcia Trillos, Pengfei He, Chenghui Li.

    jmlr.org/papers/v24/21-1254.ht

    #laplacians #manifolds #laplacian

  13. 'Large sample spectral analysis of graph-based multi-manifold clustering', by Nicolas Garcia Trillos, Pengfei He, Chenghui Li.

    jmlr.org/papers/v24/21-1254.ht

    #laplacians #manifolds #laplacian

  14. 'Large sample spectral analysis of graph-based multi-manifold clustering', by Nicolas Garcia Trillos, Pengfei He, Chenghui Li.

    jmlr.org/papers/v24/21-1254.ht

    #laplacians #manifolds #laplacian

  15. 'Large sample spectral analysis of graph-based multi-manifold clustering', by Nicolas Garcia Trillos, Pengfei He, Chenghui Li.

    jmlr.org/papers/v24/21-1254.ht

    #laplacians #manifolds #laplacian

  16. Any experts out there for #Laplacians on algebraic varieties?

  17. Any experts out there for #Laplacians on algebraic varieties?

  18. Any experts out there for #Laplacians on algebraic varieties?

  19. Any experts out there for #Laplacians on algebraic varieties?

  20. Any experts out there for #Laplacians on algebraic varieties?