Intended as a vade mecum for professional engineers and physicists engaged in these subjects, this book features with a collection of more... Læs mere
Stochastic calculus and stochastic differential equations have played a major role in analyzing the dynamic phenomena in the biological and physical sciences, as well as engineering. This title deals with this topic.
The seventh and eighth volumes of Handbook of Carbon Nano Materials focus on novel properties and applications of nanocarbons, viz., graphene, nanotube and fullerene.
Focusing on Information Systems (IS), this book provides an answer to a few basic questions in the field: What is the scientific nature of IS? How do we design IS in today's connected world? What is the relationship between IS and innovation in knowledge economies?
Following the striking discovery of carbon fullerenes and carbon nanotubes, it was realized by the... Læs mere
Providing a broad perspective, this book emphasizes basics of nanoscience and nanoscale materials and goes into sufficient depth for the reader to be able... Læs mere
This first volume includes a state-of-the-art presentation of the foundations of all the basic approaches to rule-based... Læs mere
A companion to the book "Introduction to Graph Theory" (World Scientific, 2006), this title presents problems that students can use as a model for rigorous mathematical writing.
An introduction to bioengineering for beginning students. Each contributor discusses an ongoing project, and gives a sample of a professional publication. Students are asked to work through a sequence of assignments and write a report.
An introduction to bioengineering for beginning students. Each contributor discusses an ongoing project, and gives a sample of a professional publication. Students are asked to work through a sequence of assignments and write a report.
This work provides an introduction to the liquid state. It covers a qualitative description of liquid properties followed by detailed chapters on thermodynamics, treatment of complex fluids, non-Newtonian and turbulent flows; surface properties and quantal fluids.