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Mario Sznaier

19 accepted papers

2026

Real-Time Adaptive Motion Planning Via Point Cloud-Guided, Energy-Based Diffusion and Potential Fields

ICRA 2026poster

Motivated by the problem of pursuit-evasion, we present a motion planning framework that combines energy-based diffusion models with artificial potential fields for robust real time trajectory generation in complex environments. Our approach processes obstacle information directly from point clouds,…

2025

Generalization Error Analysis for Selective State-Space Models Through the Lens of Attention

NeurIPS 2025poster

State-space models (SSMs) have recently emerged as a compelling alternative to Transformers for sequence modeling tasks. This paper presents a theoretical generalization analysis of selective SSMs, the core architectural component behind the Mamba model. We derive a novel covering number-based gener…

Cited by 0SourceScholar
2025

Real-Time Adaptive Motion Planning via Point Cloud-Guided, Energy-Based Diffusion and Potential Fields

RA-L 2025

Motivated by the problem of pursuit-evasion, we present a motion planning framework that combines energy-based diffusion models with artificial potential fields for robust real time trajectory generation in complex environments. Our approach processes obstacle information directly from point clouds,

Cited by 0SourceScholar
2024

Solving Masked Jigsaw Puzzles with Diffusion Vision Transformers

CVPR 2024poster

Solving image and video jigsaw puzzles poses the challenging task of rearranging image fragments or video frames from unordered sequences to restore meaningful images and video sequences. Existing approaches often hinge on discriminative models tasked with predicting either the absolute positions of…

2023

Inferring Relational Potentials in Interacting Systems

ICML 2023oral

Systems consisting of interacting agents are prevalent in the world, ranging from dynamical systems in physics to complex biological networks. To build systems which can interact robustly in the real world, it is thus important to be able to infer the precise interactions governing such systems. Exi…

Cited by 4SourcePDFScholar
2022

Fast Two-View Motion Segmentation Using Christoffel Polynomials

ECCV 2022poster

"We address the problem of segmenting moving rigid objects based on two-view image correspondences under a perspective camera model. While this is a well understood problem, existing methods scale poorly with the number of correspondences. In this paper we propose a fast segmentation algorithm that…

2020

Key Frame Proposal Network for Efficient Pose Estimation in Videos

ECCV 2020poster

Human pose estimation in video relies on local information by either estimating each frame independently or tracking poses across frames. In this paper, we propose a novel method combining local approaches with global context. We introduce a light weighted, unsupervised, key-frame proposal network (…

2019

Solving Interpretable Kernel Dimensionality Reduction

NeurIPS 2019poster

Kernel dimensionality reduction (KDR) algorithms find a low dimensional representation of the original data by optimizing kernel dependency measures that are capable of capturing nonlinear relationships. The standard strategy is to first map the data into a high dimensional feature space using kerne…

2018

DYAN: A Dynamical Atoms-Based Network For Video Prediction

ECCV 2018poster

The ability to anticipate the future is essential when making real time critical decisions, provides valuable information to understand dynamic natural scenes, and can help unsupervised video representation learning. State-of-art video prediction is based on complex architectures that need to learn…

Cited by 39SourcePDFScholar
2018

Iterative Spectral Method for Alternative Clustering

AISTATS 2018poster

Given a dataset and an existing clustering as input, alternative clustering aims to find an alternative partition. One of the state-of-the-art approaches is Kernel Dimension Alternative Clustering (KDAC). We propose a novel Iterative Spectral Method (ISM) that greatly improves the scalability of…

2018

SoS-RSC: A Sum-of-Squares Polynomial Approach to Robustifying Subspace Clustering Algorithms

CVPR 2018poster

This paper addresses the problem of subspace clustering in the presence of outliers. Typically, this scenario is handled through a regularized optimization, whose computational complexity scales polynomially with the size of the data. Further, the regularization terms need to be manually tuned to ac…

Cited by 12SourcePDFScholar
2017

Dynamics Enhanced Multi-Camera Motion Segmentation From Unsynchronized Videos

ICCV 2017poster

This paper considers the multi-camera motion segmentation problem using unsynchronized videos. Specifically, given two video clips containing several moving objects, captured by unregistered, unsynchronized cameras with different viewpoints, our goal is to assign features to moving objects in the sc…

Cited by 1PDFScholar
2016

Efficient Temporal Sequence Comparison and Classification Using Gram Matrix Embeddings on a Riemannian Manifold

CVPR 2016poster

In this paper we propose a new framework to compare and classify temporal sequences. The proposed approach captures the underlying dynamics of the data while avoiding expensive estimation procedures, making it suitable to process large numbers of sequences. The main idea is to first embed the seque…

Cited by 127PDFScholar
2016

Subspace Clustering With Priors via Sparse Quadratically Constrained Quadratic Programming

CVPR 2016poster

This paper considers the problem of recovering a subspace arrangement from noisy samples, potentially corrupted with outliers. Our main result shows that this problem can be formulated as a convex semi-definite optimization problem subject to an additional rank constrain that involves only a very…

Cited by 15PDFScholar
2015

A Convex Optimization Approach to Robust Fundamental Matrix Estimation

CVPR 2015poster

This paper considers the problem of recovering a subspace arrangement from noisy samples, potentially corrupted with outliers. Our main result shows that this problem can be formulated as a constrained polynomial optimization, for which a monotonically convergent sequence of tractable convex rela…

Cited by 23SourcePDFScholar