Martina Scolamiero

According to our database, Martina Scolamiero authored at least 12 papers between 2014 and 2025.

Collaborative distances:

• Dijkstra number of four.
• Erdős number of four.

2025

Koszul Complexes and Relative Homological Algebra of Functors Over Posets.

Wojciech Chachólski, Andrea Guidolin, Isaac Ren, Martina Scolamiero, Francesca Tombari

Found. Comput. Math., August, 2025

Algebraic Wasserstein distances and stable homological invariants of data.

Jens Agerberg, Andrea Guidolin, Isaac Ren, Martina Scolamiero

J. Appl. Comput. Topol., March, 2025

Certifying Robustness via Topological Representations.

Jens Agerberg, Andrea Guidolin, Andrea Martinelli, Pepijn Roos Hoefgeest, David Eklund, Martina Scolamiero

CoRR, January, 2025

Relative Representations: Topological and Geometric Perspectives.

Alejandro García-Castellanos, Giovanni Luca Marchetti, Danica Kragic, Martina Scolamiero

Proceedings of UniReps: the Second Edition of the Workshop on Unifying Representations in Neural Models, 2025

2021

Homotopical decompositions of simplicial and Vietoris Rips complexes.

Wojciech Chachólski, Alvin Jin, Martina Scolamiero, Francesca Tombari

J. Appl. Comput. Topol., 2021

Supervised Learning Using Homology Stable Rank Kernels.

Jens Agerberg, Ryan Ramanujam, Martina Scolamiero, Wojciech Chachólski

Frontiers Appl. Math. Stat., 2021

2018

A Topological Representation of Branching Neuronal Morphologies.

Lida Kanari, Pawel Dlotko, Martina Scolamiero, Ran Levi, Julian C. Shillcock, Kathryn Hess, Henry Markram

Neuroinformatics, 2018

2017

Multidimensional Persistence and Noise.

Martina Scolamiero, Wojciech Chachólski, Anders Lundman, Ryan Ramanujam, Sebastian Öberg

Found. Comput. Math., 2017

Cliques of Neurons Bound into Cavities Provide a Missing Link between Structure and Function.

Michael W. Reimann, Max Nolte, Martina Scolamiero, Katharine Turner, Rodrigo Perin, Giuseppe Chindemi, Pawel Dlotko, Ran Levi, Kathryn Hess, Henry Markram

Frontiers Comput. Neurosci., 2017

2016

Quantifying topological invariants of neuronal morphologies.

Lida Kanari, Pawel Dlotko, Martina Scolamiero, Ran Levi, Julian C. Shillcock, Kathryn Hess, Henry Markram

CoRR, 2016

2015

Invariants for Multidimensional Persistence.

Martina Scolamiero

PhD thesis, 2015

2014

Combinatorial presentation of multidimensional persistent homology.

Wojciech Chachólski, Martina Scolamiero, Francesco Vaccarino

CoRR, 2014