Complex fluids exist in nature and are continually engineered for specific applications
involving the addition of macromolecules to a solvent, among other means. This imparts …

With the emergence of portable broadband seismic instrumentation, availability of digital
networks with wide dynamic range, and development of new powerful analysis techniques …

Memristor-enabled in-memory computing provides an unconventional computing paradigm
to surpass the energy efficiency of von Neumann computers. Owing to the limitation of the …

Computer Methods for Ordinary Differential Equations and Differential-Algebraic Equations:
Back Matter Page 1 Bibliography [1] VI Arnold. Mathematical Methods of Classical Mechanics …

This book evolved from lecture notes developed over the past 20+ years of teaching this
material, mostly in Applied Mathematics 585–6 at the University of Washington. The course …

This book deals with numerical methods for solving partial differential equa tions (PDEs)
coupling advection, diffusion and reaction terms, with a focus on time-dependency. A …

Mathematical modeling of the human heart and its function can expand our understanding of
various cardiac diseases, which remain the most common cause of death in the developed …

Implicit-explicit (IMEX) linear multistep time-discretization schemes for partial differential
equations have proved useful in many applications. However, they tend to have undesirable …

High-order numerical methods provide an efficient approach to simulating many physical
problems. This book considers the range of mathematical, engineering, and computer …

A modification of the exponential time-differencing fourth-order Runge--Kutta method for
solving stiff nonlinear PDEs is presented that solves the problem of numerical instability in …