Posters

	Name	Surname	Affiliation	Poster Title
1	Hassan	Aaya	International university of Casablanca	Title TBC
2	Jens	Agerberg	KTH Royal Institute of Technology	Learning with topological features in an adversarial setting
3	Rayna	Andreeva	University of Edinburgh	Machine learning and topological data analysis identify unique features of human papillae in 3D scans
4	James	Binnie	Cardiff University	A survey of dimension estimators for manifolds
5	Julian	Brueggemann	Max-Planck Institute for Mathematics, Bonn / University of Bonn	Discrete Morse Theory and Persistence
6	Marco	Campos	University of Houston	Evasion Paths in 3D Mobile Sensor Networks
7	Javier	Casado	Universidad Autónoma de Madrid	Reach of embeddings of metric spaces inside the persistence diagram space
8	Thomas	Chaplin	University of Oxford	Grounded persistent path homology: a stable, topological descriptor for weighted digraphs
9	Arnal	Charles	Inria, Universitat Paris-Saclay	A sampling theory for generic submanifolds
10	Gisela Daniela	Charo	Laboratoire des Science du Climat et de l'Environnement	Persistent generatexes: unveiling the dynamical paths in complex systems
11	Mauricio	Che Moguel	Durham University	Persistence diagrams, Alexandrov spaces and optimal partial transport
12	Tobias	Cheung	University of Edinburgh	Exploring Diffusion Models with Topology
13	Marzieh	Eidi	Max Planck Institute/SCaDS.AI Institute	Stochastic Process as the bridge between Topology and Geometry
14	Fatemeh	Fahimi Sheyjani	MPI-MiS / ScaDS.AI Dresden/Leipzig	Geometric Representation of Complex Data in Low Dimension
15	Alex	Fernandes	Ecole Normale Supérieure	Computation of gamma-linear projected barcodes for multiparameter persistence (joint work with Steve Oudot and FranÃ§ois Petit)
16	Ximena	Fernandez	University of Oxford	Topological fingerprints for audio identification
17	Marc	Fersztand	University of Oxford	Stable invariants of persistence modules using Harder-Narasimhan filtrations
18	Ines	Garcia Redondo	Imperial College London	Multiparameter Persistence for Prostate Cancer Classification
19	Berat	Geven	Middle East Technical University	Delimiting the Support of the Betti Tables of Some Special Persistence Homology Modules
20	Vincent	Grande	RWTH Aachen University	Non-isotropic Persistent Homology: Leveraging the Metric Dependency of PH
21	Andrea	Guidolin	KTH Royal Institute of Technology	Koszul complexes and relative homological invariants of persistence modules
22	Niklas	Hellmer	Polish Academy of Sciences	Density Sensitive Bifiltered Dowker Complexes
23	David	Hien	TU Munich	Cycling Signatures: Identifying Cycling Motion from Data using Persistent Homology
24	Petar	Hristov	Linköping University	Classification of Reeb Space Neighbourhoods for Generic PL Maps
25	Iolo	Jones	Durham University	Diffusion Geometry
26	Thomas	Keany	University of Manchester	Vasculature Graph Repair: A Comprehensive Benchmark and Statistical Analysis of Gap Repair Methods in Whole Brain Vasculature Graphs
27	Peguy	Kem-Meka	African Institute for Mathematical Sciences	The Characterization of Climate Change in Selected African Countries using Topological Data Analysis
28	Alexandros	Keros	University of Edinburgh	Topological Methods for Learning to Steer Self-assembly of Nanoparticles
29	Prasad	Kothari	Head of AI - Blockchain for healthcare today, Ramanujan Machine Advisor	Geometric pattern recognition of Tumor Growth for Personalized Cancer Treatment (using Ricci Flow Model to control Tumor Growth)
30	Minh	Le	Ho Chi Minh City Open University	Persistent homology with k-nearest neighbor filtrations reveals topological convergence of Pageranks
31	Darrick	Lee	University of Oxford	Functorial Features for Functional Data
32	Fabian	Lenzen	TU Berlin	Cohomological methods in multi-parameter persistence
33	Jan-Paul	Lerch	Bielefeld University	Title TBC
34	Paul	Lezeau	LSGNT CDT (UCL, ICL, KCL)	Non-archimedean optimisation
35	Manuel	M Cuerno	CUNEF Universidad	Reassessing construal clusters with bipolar data: measuring similarities and TDA perspectives
36	Chitaranjan	Mahapatra	Indian Institute of Technology Bombay, India	Modulation of urinary bladder smooth muscle electrophysiology by morphology and network topology: A mathematical study
37	Shabani	Makwaru	University of Dar es Salaam, Tanzania	Path Signature and Convex Hull
38	Jakub	Malinowski	Dioscuri Centre in Topological Data Analysis	Predicting mechanical properties of porous materials using topological data analysis
39	Hugo	Maruri-Aguilar	Queen Mary, University of London	Betti penalisation of lasso
40	Jose Martin	Mijangos Tovar	National Autonomous University of Mexico, UNAM	Divergence measures over the set of persistence diagrams
41	Eloy	Mosig	Università di Pisa	Computing biparameter persistent matching distance via the Extended Pareto Grid
42	Abhinav	Natarajan	University of Oxford	Morse Theory for Chromatic Delaunay Triangulations
43	Tâm	Nguyên	EPFL	Clustering of Path Signatures in the Kuramoto Stochastic Block Model
44	Cihan	Okay	Bilkent University	Theory and applications of simplicial distributions
45	Adam	Onus	Queen Mary University of London	Local systems for periodic data
46	Javier	Perera-Lago	Universidad de Sevilla	Partial matchings for characterizing robot fleet behavior
47	Bastian	Rieck	Helmholtz Munich	Simplicial Representation Learning with Neural $k$-Forms
48	Henri	Riihimäki	Nordita / Stockholm University	Persistent Hochschild homology and reachability for quiver data
49	Emily	Roff	University of Edinburgh	The bigraded path homology of directed graphs
50	Pepijn	Roos Hoefgeest	KTH Stockholm	Persistent homology for dynamic data
51	Florian	Russold	Graz University of Technology	Graphcode: Learning from multiparameter persistent homology using graph neural networks
52	Antonio	Salgueiro	University of Coimbra	Applying ToMATo to the Traveling Salesman Problem
53	Ruben	Sanchez Garcia	University of Southampton	The persistent laplacian for data science: evaluating higher-order persistent spectral representations of data
54	Siddharth	Setlur	ETH Zurich/University of Edinburgh	Differentiability and Optimization of Multiparameter Persistent Homology
55	Yashbir	Singh	Mayo Clinic	Role of Topology uncertainty in medical imaging
56	Matthias	Soels	Graz University of Technology	The Localized Union-of-Balls Bifiltration
57	Daniel	Spitz	Max-Planck-Institute for Mathematics in the Sciences	Detecting the dynamics of topological defects with TDA
58	Victor	Toscano	Universidad de Sevilla	Representative measure approach to assess decision trees reliability
59	Michael Etienne	Van Huffel	Imperial College	QuPID: Discrete Transforms of Quantized Persistence Diagrams
60	Karthik	Viswanathan	University of Amsterdam	Zigzag persistence of protein sequences
61	Elena	Wang	Michigan State University	Persistence-Informed Convolutional Neural Networks
62	Arne	Wolf	Imperial College London	Spectral Stability of Persistent Laplacians
63	Tony Xiaochen	Xiao	Northeastern University	Extracting Sparse Eilenberg-MacLane Coordinates via Principal Bundles
64	Ambrose	Yim	Cardiff University	Selecting global cycles of Rips complexes on manifolds via universal covering
65	Markus Kirolos	Youssef	EPFL	Circular Patterns in High-Dimensional Gene Expression Data
66	Nicolò	Zava	Institute of Science and Technology Austria	Topological techniques to study the chromatin folding
67	Yifei	Zhu	Southern University of Science and Technology	Topology-enhanced machine learning for consonant recognition
68	Maksym	Zubkov	UC Berkeley	Geometry of Polynomial Neural Networks, Tensors, and Beyond (tentative)

Posters

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