A Nonlinear Least-squares Finite Element Method for the Monge-Ampere Equation
Explore a nonlinear least-squares finite element method for solving the Monge-Ampere equation, focusing on smooth convex solutions and innovative degrees of freedom.
Model Predictive Control Design: Multiparametric Optimization and Workflows
Design model predictive controllers using multiparametric optimization. Explore formulation, workflows, and related functionality in this concise presentation.
Control Systems: An Overview - From Differential Equations to Controller Design and Deployment
Explore control systems, from differential equations to controller design and deployment, with streamlined workflows for effective system management and optimization.
Solving a Pricing Problem Under Irrational Behavior
Explore behavioral models accounting for irrational customer choices in pricing problems, challenging traditional microeconomic assumptions.
Games as Graphs - A New Approach to Game Theory
Explore game theory through a graph-based approach, gaining new insights into evolutionary game theory and long-run outcomes of replicator dynamics.
Stackelberg Competition in Groundwater Resources With Multiple Uses
Explore Stackelberg competition in groundwater resource management, focusing on irrigation and priority extraction for new uses. Analyze open-loop and feedback equilibrium strategies.
A Potential Approach for One-Dimensional Price Formation Models
Explore a novel approach to solving first-order mean-field games in price formation using Poincaré's Lemma and potential functions, with applications to linear-quadratic models.
Network Centrality Maximization Game
Explore network formation strategies as players optimize PageRank centrality by strategically wiring outgoing links, analyzing equilibria and potential game dynamics.
How Math Can Help with Engineering Problems
Odkryj, jak matematyka rozwiązuje problemy inżynieryjne, wykorzystując zaawansowane metody i narzędzia do analizy złożonych systemów technicznych.
Sharp Restriction Theory - Part 1
Explore advanced concepts in sharp restriction theory, focusing on key principles and applications in mathematical analysis.
Mathematical Oncology: Insights into Cancer Treatment from a Mathematical Perspective
Explore mathematical models for cancer treatment, gaining insights into tumor growth, drug delivery, and therapeutic strategies from a quantitative perspective.
Calculus and Control Systems in Wolfram Language
Master calculus and control systems using Wolfram Language, exploring state-space models, transfer functions, and discrete-time systems for efficient problem-solving.
Reservoir Simulation - Part 4 of 5
Explore advanced reservoir simulation techniques, focusing on complex modeling and analysis for enhanced oil and gas recovery strategies.
Applied Reservoir Simulation Using Petrel and Eclipse - Part 3
Enhance reservoir modeling skills with Petrel and Eclipse software. Master advanced simulation techniques for improved oil and gas field management.
Applied Reservoir Simulation Using Eclipse and Petrel - Part 2 of 3
Enhance reservoir modeling skills using Eclipse and Petrel software. Master advanced simulation techniques for improved oil and gas field management.
Time and Band Limiting for Exceptional Orthogonal Polynomials
Explore time-and-band limiting in exceptional orthogonal polynomials, connecting integral operators, differential equations, and bispectral problems. Uncover links to KdV equations and random matrix theory.
Quantifying Household Transmission Dynamics for Epidemic Control: COVID-19 and Beyond
Explore mathematical models of household transmission networks for epidemic control, focusing on COVID-19 impacts, social distancing effectiveness, and housing policy implications.
The Spectra of Some Arithmetical Matrices
Explore the spectral analysis of GCD matrices and their connection to analytic number theory, focusing on recent developments in this classical field.
Nonlinear Stochastic Hybrid Optimal Control with Fixed Terminal States
Explore novel approaches for stochastic systems with fixed terminal states. Learn about Terminally Constrained Stochastic Minimum Principle and Hamilton-Jacobi equations for optimal control.
A Data-Driven Finite Element Exterior Calculus
Explore data-driven finite element exterior calculus for developing reduced-order models of multiphysics systems, combining machine learning with traditional finite element methods for robust surrogate modeling.
LAGHOST: Development of Lagrangian High-Order Solver for Tectonics
Explore LAGHOST, a Lagrangian high-order solver for tectonic simulations. Learn about its features, benchmarks, and applications in modeling geological processes like normal fault evolution.