The present paper describes the arc-length continuation method; a mathematical technique that can solve a wide variety of chemical engineering problems. Several case studies ...

In this book, origami is treated as a set of basic geometrical objects that are represented and manipulated symbolically and graphically by computers. Focusing on how ...

This book provides an overview of computational methods based on peridynamics and nonlocal operators and their application to challenging numerical problems which are ...

The violation of Bell-type inequalities by the quantum probabilities represents an important aspect of quantum mechanics which is linked to the mind-boggling quantum features ...

The cascade model is widely applied in water-currents flow calculations. The mathematical background of the cascade models is convolution. The convolution, especially in the ...

The complex polynomial method variant of the well-known complex variable boundary element method (CVBEM) is reexamined in its utility in solving Partial Differential ...

The generalized integral transform technique (GITT) is employed to obtain a hybrid analytical–numerical solution for dynamic response of axially moving orthotropic plates ...

In the last few years, the requirements in the numerical solution of ordinary differential equations in physics and in dynamical systems have pointed to new kind of methods ...

In this paper, the dynamic modelling and active vibration control of a piezolaminated plate with geometrical nonlinearities are investigated using a semi-analytical approach. ...

The contemporary powerful mathematical software enables a new approach to handling and manipulating complex mathematical expressions and other mathematical objects. ...