Solution
No mentions found
This entity hasn't been tracked yet, or Iris is still building its knowledge base.
Related Articles from SNS
Motorola Solutions to buy D-Fend Solutions for $1.5 billion
Motorola Solutions to buy D-Fend Solutions for $1.5 billion Source: Reuters Subscribe to our Chief Editor’s Week in Review Our chief editor shares analysis and picks of the week's biggest news every Saturday. Get our pick of top stories and thought-provoking articles in your inbox Subscribe hereStay updated with notifications for breaking news and our best stories Download hereGet WhatsApp alerts Join our channel for the top reads for the day on your preferred chat app Join hereWe know it's...
Motorola Solutions bets on anti-drone tech with $1.5 billion D-Fend deal
Motorola Solutions bets on anti-drone tech with $1.5 billion D-Fend deal June 1 : Motorola Solutions will buy Israeli counter-drone technology maker D-Fend Solutions for $1.5 billion to tap rising demand from governments and critical infrastructure operators to counter rising security threats. The acquisition is expected to close in the fourth quarter of 2026, the telecom equipment firm said in a statement on Monday. Rising use of drones in conflicts including the U.S-Israeli war on Iran has...
Self-supervised Learning Matters: A Simple Ensemble Solution for Micro-Gesture Recognition
arXiv:2606.09261v1 Announce Type: new Abstract: In this paper, we present XInsight Lab's solution to the micro-gesture classification track of the 4th MiGA Challenge at IJCAI 2026, in which our solution ranked first and achieved a new state-of-the-art result. We propose a multimodal ensemble framework that integrates a self-supervised RGB-based model with supervised multi-stream models from previous solutions. The self-supervised RGB model is pretrained on 120K unlabeled clips via masked...
Solution Sets for Inverse Infinite-Horizon Linear-Quadratic Descriptor Differential Games
arXiv:2604.27460v4 Announce Type: replace-cross Abstract: In this letter, we study a model-based inverse problem for infinite-horizon linear-quadratic differential games with descriptor dynamics. Given an observed feedback strategy profile, we seek to identify all cost functions that rationalize it as a feedback Nash equilibrium; this collection is referred to as the solution set. We characterize the solution set, show that it is rectangular and convex, and provide an algorithm for computing...
On the Gurevich-Pitaevskii solution of KdV
Announce Type: cross Abstract: The universal solution of the Korteweg-de Vries equation (KdV) introduced by Gurevich and Pitaevskii in order to describe the onset of dispersive shock waves is known to also obey the self-similar reduction of the next member in the KdV hierarchy. We show that, if this common solution obeys some lower order partial differential equation, its differential order must be one, and we provide its local representation as a converging Laurent series depending on both...
Sparse Discovery of Functional Relationships in Solutions to Systems of Differential Equations
Announce Type: replace-cross Abstract: This work develops a framework to discover relations between the components of the solution to a given initial-value problem for a first-order system of ordinary differential equations. This is done by using sparse identification techniques on the data represented by the numerical solution of the initial-value problem at hand.
A Variational Framework for the Complexity of PDE Solutions
arXiv:2510.21290v3 Announce Type: replace Abstract: Partial Differential Equations (PDEs) are fundamental mathematical models for describing physical phenomena, yet most PDEs of practical interest require numerical approximations. The feasibility of such methods is constrained by existing computational models. Since digital computers are the primary realizations of numerical computations, and Turing machines define their theoretical limits, computability of PDE solutions is of fundamental...
Beyond Single Solution: Multi-Hypothesis Collaborative Deep Unfolding Network for Image Compressive Sensing
arXiv:2606.03666v1 Announce Type: new Abstract: Recent deep unfolding networks (DUNs) have advanced Compressive Sensing (CS) by effectively integrating iterative optimization with deep learning architectures. However, most CS approaches predominantly confine their inference to a single solution space, neglecting the inherent ill-posedness of CS problems that intrinsically permits multiple plausible candidate hypotheses. In this paper, a novel Multi-Hypothesis Collaborative Deep Unfolding CS...
Stochastic bifurcation analysis via polynomial chaos: consistency and convergence of branch-approximating solutions
Announce Type: new Abstract: Parameter-dependent dynamical systems that exhibit bifurcations pose significant computational challenges, as traditional continuation methods require repeated, costly simulations across large ranges of parameter values to capture sudden qualitative changes in the solution. In this work, we propose a systematic approach to reconstruct the branches of the entire bifurcation diagram in a single numerical solver leveraging generalized Polynomial Chaos (PC)...
The Whitney method of fundamental solutions with Lusin wavelets
Announce Type: replace Abstract: We establish the theoretical foundation for a variant of the method of fundamental solutions (MFS), where the source points $\{q_j\}_{j=1}^\infty$ accumulate towards the domain in a Whitney fashion, meaning that their separation is proportional to the distance to the domain. We prove that the normalized Lusin wavelets $\psi_j(w) = b_j(w-q_j)^{-2}$ constitute a generalized basis, known as a frame, for the Hardy subspace of $L_2$-traces of holomorphic functions...