The Algebra of Boole Is Not Boolean Algebra - Math Foundations
Exploring Boole's original algebra, its connection to Aristotelian logic, and its distinction from modern Boolean algebra. Delves into syllogisms, existential import, and applications in mathematics.
Deep Internal Learning - Deep Learning with Zero Examples
Explore deep learning without external data, focusing on internal learning for tasks like super-resolution and image segmentation. Discover innovative approaches and their applications in various domains.
Stabilizing the Unstable Output of Persistent Homology Computations
Explore stabilizing techniques for persistent homology computations, focusing on generating cycles and their applications in topological data analysis.
David Uminsky - LatMath 2022 - IPAM's Latinx in the Mathematical Sciences Conference
Explore mathematical applications in data science, including topological analysis and Fourier transforms, with insights on research initiatives and educational approaches.
Harish Chintakunta - Topological Data Analysis and Signal Processing
Explore topological data analysis in signal processing, covering embedding techniques, harmonic effects, and applications in seizure prediction and power grid oscillation detection.
Massimo Ferri - Selection of Points in Persistence Diagrams
Explore point selection in persistence diagrams, including Kurlin's criterion and the Ziqqurat method, for noise reduction and improved data analysis in topological data analysis.
Learning Distances for Attributed Graphs with Optimal Transport
Explore optimal transport techniques for learning distances between attributed graphs, enhancing graph analysis and comparison methods in data science.
Tractable Network Interventions for Large Socio-Technical Systems
Explore strategies for effective interventions in complex socio-technical networks, focusing on scalable approaches for large-scale systems and their practical applications.
Graph Adjacency Spectral Embeddings - Algorithmic Advances and Applications
Explore algorithmic advances and applications of graph adjacency spectral embeddings, focusing on data science and signal processing innovations in network analysis and representation learning.
Learning from Unreliable Labels via Crowdsourcing
Explore techniques for learning from unreliable labels in crowdsourcing, presented by experts in signal processing and data science for the DEGAS Webinar Series.
The Winding Path to a Career in Academia
Navigating the academic career path: insights on decision-making, exploring options, and personal experiences in engineering and research for those considering or pursuing faculty positions.
Principled Simplicial Neural Networks for Trajectory Prediction
Learn advanced techniques for trajectory prediction using simplicial neural networks, exploring their principles and applications in data science and signal processing.
Distributed Stochastic Non-Convex Optimization - Optimal Regimes and Tradeoffs
Explore optimal regimes and tradeoffs in distributed stochastic non-convex optimization with Usman A. Khan. Gain insights into advanced data science concepts and their applications in signal processing.
Neural Diffusion PDEs, Differential Geometry, and Graph Neural Networks
Explore neural diffusion PDEs, differential geometry, and graph neural networks in this advanced webinar by Michael Bronstein, bridging theoretical concepts with practical applications in data science.
Network GPS - Navigating Network Dynamics
Explore network dynamics and learn to navigate complex systems using innovative techniques in this insightful webinar by Baruch Barzel from Bar-Ilan University.
Low Rank Tensor Methods in High Dimensional Data Analysis
Explore low rank tensor methods for analyzing high-dimensional data in various fields. Learn about recent progress, challenges, and applications in extracting information from multilinear arrays.
Learning Diagonal Gaussian Mixture Models and Incomplete Tensor Decompositions
Explore parameter learning in diagonal Gaussian mixture models through incomplete symmetric tensor decompositions, with applications in tensor approximation and stability analysis.
Stability of 2-Parameter Persistent Homology
Explores stability results for 2-parameter persistent homology, covering multicover bifiltration, subdivision bifiltrations, and degree bifiltrations. Discusses computational aspects and implications for practical applications.
Quasiperiodicity and Persistent Kunneth Theorems
Explore quasiperiodicity in signals, persistent homology, and Kunneth theorems. Learn applications in time series analysis and computational chemistry through topological data analysis.
Sperm Whale Communication - What We Know So Far - Understanding Whale Communication: First Steps
Explore the latest discoveries in sperm whale communication, combining insights from machine learning, signal processing, and marine biology to decode and understand these fascinating underwater conversations.
Project CETI Next Steps - Industrial-Scale Whale Bioacoustic Data Collection and Analysis
Exploring industrial-scale whale bioacoustic data collection and analysis for decoding sperm whale communication, leveraging machine learning and interdisciplinary expertise to understand and protect marine life.