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Humanoid robotics and computer avatars could help treat social disorders - Vimarsana News

Humanoid robotics and computer avatars could help treat social disorders

A collaborative research team has found humanoid robotics and computer avatars could help rehabilitate people suffering from social disorders such as schizophrenia or social phobia.

Energy Harvesting System Market Zooms Towards Million-Dollar Valuation: Estimated to Reach USD 1,174 Million by 2030: Verified Market Research® - Vimarsana News

Energy Harvesting System Market Zooms Towards Million-Dollar Valuation: Estimated to Reach USD 1,174 Million by 2030: Verified Market Research®

/PRNewswire/ -- The Global Energy Harvesting System Market is projected to grow at a CAGR of 8.8% from 2023 to 2030, according to a new report published by...

Metaphysic Launches 'Scientific Advisory Board' on Ethical Applications of AI - Vimarsana News

Metaphysic Launches 'Scientific Advisory Board' on Ethical Applications of AI

The AI and machine learning innovator has assembled experts in education, law, and scientific research to help guide the development of transformative technologies ethically and responsibly.

Source: awn.com
LLNL's SUNDIALS Team Wins Prestigious Award | Regional/CA News - Vimarsana News

LLNL's SUNDIALS Team Wins Prestigious Award | Regional/CA News

The Society for Industrial and Applied Mathematics (SIAM) and Association for Computing Machinery (ACM) announced that they have awarded the 2023 SIAM/ACM Prize in Computational Science and Engineering to the

"Lexicographic multi-objective MPC for constrained nonlinear systems wi" by Defeng He, Haiping Li et al. - Vimarsana News

"Lexicographic multi-objective MPC for constrained nonlinear systems wi" by Defeng He, Haiping Li et al.

Abstract This paper proposes a new lexicographic multi-objective model predictive control (MoMPC) scheme for constrained nonlinear systems with changing objective prioritization. The lexicographic optimization-based receding horizon optimal control problem is firstly formulated to accommodate the concern on prioritized control of multiple (economic) objectives. Then an elaborate generic function and the notion of general terminal constraints are introduced to regain feasibility of lexicographic MoMPC in the presence of constraints and changing objective prioritization. Moreover, the LaSalle i...

Source: uow.edu.au