Bridging the gap between the sophisticated topic of real algebraic curve theory and on-the-spot computation and visualization of real algebraic curves, author Barry H. Dayton ...

Presenting students with a comprehensive and efficient approach to the modelling, simulation, and analysis of dynamic systems, this textbook addresses mechanical, electrical, ...

Signals, Systems, and Signal Processing provides a concise but comprehensive introduction to the concepts and methods of signals and linear time-invariant (LTI) systems that ...

Numerous phenomena in physics, chemistry, biology, and economy can be modelled by boundary-value problems for differential equations. These boundary-value problems (BVPs) can ...

Dispersion forces between atoms and between macroscopic surfaces play remarkably important roles in such diverse systems as cold atomic traps, the remarkable climbing ...

Magnetica is a tool for the analysis and calculation of magnetostatics and applications. By taking advantage of a certain number of specific functions of Mathematica, it ...

This course deals with the application of mathematics to problems in engineering and science. Emphasis is placed on the three phases of such an application and on the ...

The motion of a dynamical system may be approximated as a sequence of discrete steps in time described by transfer maps. In the field of accelerator physics, Taylor series ...

String theory is currently the most promising theory to explain the spectrum of the elementary particles and their interactions. One of the most important features is its ...

We consider the two-dimensional quasi-steady Stokes flow of an incompressible Newtonian fluid occupying a time-dependent simply-connected region bounded by a free surface, ...