Hierarchical Perspective on Robotic Control
Explore hierarchical control strategies for complex robotic systems, focusing on dynamically stable behaviors in 3D hopping and planar bipedal robots. Learn about geometric and nonlinear control in hierarchical architectures.
Continuous Interior Penalty Method Framework for 6th Order Cahn-Hilliard Equations
Explore unconditionally stable numerical methods for sixth-order Cahn-Hilliard equations, focusing on crystal growth and microemulsion systems. Gain insights into complex physical phenomena modeling.
FSSpMDM - Accelerating Small Sparse Matrix Multiplications by Run-Time Code Generation
Explore code generation strategies for accelerating small sparse matrix multiplications in high-order finite element solvers, focusing on performant operator kernels for prismatic and hexahedral elements.
The Netgen/NGSolve Finite Element Software - Overview and Applications
Explore Netgen/NGSolve finite element software: overview, Python scripting, teaching applications, and recent developments in matrix-valued elements, GPU utilization, and time-dependent problems.
Computation and Reduced Order Modelling of Periodic Flows
Explore efficient computation and reduced order modeling techniques for periodic flows using MFEM, focusing on space-time domain solutions and hyper-reduced POD Galerkin models.
MFEM in the Cloud: AWS Tutorial for Scalable Finite Element Applications
Learn to use MFEM in the cloud for scalable finite element discretization application development with step-by-step instructions and hands-on demonstration.
MFEM Application to EM-Wave Simulation in ECR Space Plasma Thrusters
Explore EM-wave simulation in ECR space plasma thrusters using MFEM. Learn about Maxwell equations, cold-plasma approximation, and finite element discretization for space propulsion applications.
MFEM Workshop 2022 - Welcome and Overview
Explore MFEM's high-order mathematical calculations for scientific simulations, community updates, and development roadmap in this workshop overview.
The State of MFEM - Workshop 2022
Explore MFEM's high-order mathematical calculations for scientific simulations, including key capabilities, examples, and future plans. Learn about the project's growth and recent software release.
An Efficient and Effective FEM Solver for Diffusion Equation with Strong Anisotropy
Explore an efficient discontinuous Galerkin scheme with auxiliary space preconditioning for solving diffusion equations with strong anisotropy, focusing on magnetic confinement fusion applications.
High-Order Solvers and GPU Acceleration for MFEM - Workshop 2022
Explore high-order finite element methods, GPU acceleration, and matrix-free solvers for scientific simulations using MFEM. Learn about low-order-refined preconditioning and adaptive mesh refinement.
Recent Developments in MFEM - Workshop 2022
Explore recent developments in MFEM, including sub-mesh extraction, GPU-based calculations, and integrations with scientific software libraries for high-order finite element simulations.
BlastFEM: GPU-Accelerated, High-Performance, Energy-Efficient Solver for Highly Compressible Flows
Explore GPU-accelerated solver for highly compressible flows, enhancing efficiency in scientific simulations across various applications. Learn about blastFEM's capabilities for next-generation computational modeling.
Rodin: Density and Topology Optimization Framework - MFEM Workshop 2022
Explore Rodin, a C++17 framework for shape, density, and topology optimization. Learn its functionalities, from refining shapes to solving variational problems in scientific simulations.
Finite Element Algorithms and Research Topics in ALE Hydrodynamics
Explore high-order finite element methods for shock hydrodynamics simulations, covering Lagrangian mechanics, mesh optimization, and remap phases in ALE formulation.
FEniCSx: Design of the Next Generation FEniCS Libraries for Finite Element Methods
Explore FEniCSx, the next-gen finite element library. Learn design improvements, high-performance kernels, and flexible solver creation in C++ or Python for partial differential equations.
Основы прикладной геостатистики: Интерполяция, экстраполяция, аппроксимация и вариограммный анализ - Часть 2
Изучите основы прикладной геостатистики, включая интерполяцию, экстраполяцию, аппроксимацию и вариограммный анализ.
Основы прикладной геостатистики
Изучите основы прикладной геостатистики для анализа пространственных данных и моделирования геологических процессов.
Нелинейная волновая механика и технологии - Аннотация курса
Изучите основы нелинейной волновой механики и связанных технологий. Сформируйте базовые знания в этой области геологии и нефтегазовой отрасли.
Predicting Events Using Large Language Models - A Practical Guide to AI Forecasting
Explore practical techniques for event prediction using large language models, from basic forecasting methods to advanced strategies, with hands-on demonstrations and research insights.
Unbiased Learning-to-Rank Needs Unconfounded Propensity Estimation
Explore advanced techniques in unbiased learning-to-rank systems, focusing on propensity estimation methods and their impact on fair ranking algorithms and search result optimization.