Latest Articles for PDEs

An approach to reduce complex PDEs into simpler ODEs using transnormal functions.

Analyzing BV functions using the Fourier transform reveals critical mathematical insights.

Exploring improvements in InGaAs/InP single-photon detectors and their applications.

A streamlined approach to control systems using automated tools.

A look at how financial models price options in varying market conditions.

A look at numerical methods enhancing option pricing in finance.

An introduction to differential equations and their significance in various fields.

A new method speeds up solving complex equations for real-world applications.

DPNO enhances the accuracy and efficiency of solving complex PDEs using parallel processing.

Learn how symmetry helps in simplifying complex PDEs effectively.

A new solver improves generalization in physics-informed neural networks.

Combining meta-learning and GAMs to enhance PINN solutions for complex equations.

Discover how neural networks are transforming the approach to solving partial differential equations.

A new method improves simulation and control of complex systems with abrupt changes.

Learn how advanced models clear noise from images for better clarity.