Tightly focused NIR femtosecond laser irradiation in MgO:LN generates a photovoltaic-driven space-charge field that forms lens-shaped refractive-index modifications around laser-induced microtracks and domains; these lenses disappear on annealing due to bulk screening while domains persist.
Comparing mapper graphs of artificial neuron activations
5 Pith papers cite this work, alongside 7 external citations. Polarity classification is still indexing.
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MS-COOT uses co-optimal transport on hypergraph representations of Morse-Smale complexes to enable explicit region-to-region matching for identifying structural events such as splitting and merging.
A spectral framework for nonlinear DR uses spectral bases plus cross-entropy optimization to create multi-scale embeddings that preserve both global manifold geometry and local neighborhoods while supporting graph-frequency analysis.
Presents ILP formulations to bound the interleaving distance on mapper graphs, with evaluation on small examples and benchmark datasets.
citing papers explorer
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Formation of photoinduced space-charge field during in-bulk domain creation by femtosecond NIR laser irradiation in MgO:LN crystals
Tightly focused NIR femtosecond laser irradiation in MgO:LN generates a photovoltaic-driven space-charge field that forms lens-shaped refractive-index modifications around laser-induced microtracks and domains; these lenses disappear on annealing due to bulk screening while domains persist.
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MS-COOT: Comparing Morse-Smale Complexes with Co-Optimal Transport
MS-COOT uses co-optimal transport on hypergraph representations of Morse-Smale complexes to enable explicit region-to-region matching for identifying structural events such as splitting and merging.
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A Spectral Framework for Multi-Scale Nonlinear Dimensionality Reduction
A spectral framework for nonlinear DR uses spectral bases plus cross-entropy optimization to create multi-scale embeddings that preserve both global manifold geometry and local neighborhoods while supporting graph-frequency analysis.
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Towards an Optimal Bound for the Interleaving Distance on Mapper Graphs
Presents ILP formulations to bound the interleaving distance on mapper graphs, with evaluation on small examples and benchmark datasets.
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