Researchers at the University of Tsukuba have created a new method for deriving approximate linear equations to complicated nonlinear problems. Using simulation results, they show that the model ...

Phenomena as diverse as the motion of the planets, the spread of a disease, and the oscillations of a suspension bridge are governed by differential equations. MATH226x was an introduction to the ...

Researchers have developed summation-by-parts numerical schemes that exactly conserve the energy invariants of two dispersive ...

Researchers trained Levenberg–Marquardt neural networks on bvp4c solutions to rapidly predict coupled MHD nanofluid transport ...