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 Mathematics and LogicFascinating study considers the origins and nature of mathematics, its development and role in the history of scientific thinking, impact of high-speed computers, 20th-century changes in the foundations of mathematics and mathematical logic, mathematization of science and technology, much more. Compelling reading for anyone interested in the... | | The Nine Numbers of the Cosmos"Drawing upon Descartes's saying, 'What do I know?' Rowan-Robinson asks what we know about the universe. In answer, he has come up with nine numbers that summarize our current understanding of the cosmos. . . . The numbers Rowan-Robinson presents are grounded in scientific research, although more than a little speculation was used in deriving... | | Mobius and his Band: Mathematics and Astronomy in Nineteenth-Century GermanyAugust Mobius was one of the 19th century's most influential mathematicians and astronomers. Written by six distinguished contributors, this book explores the work of Mobius and his brilliant German contemporaries. The work emphasizes those achievements which in many ways can be seen to reflect the exciting advances taking place at the time... |
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Scheduling in Distributed Computing Systems: Analysis, Design and ModelsScheduling in Distributed Computing Systems: Analysis, Design and Models intends to inculcate the innovative ideas for the scheduling aspect. Although the models in this book are designed for distributed systems, the same information is applicable for any type of system (i.e., where distributed processing is required).
Scheduling in... | | Digital Principles and Logic Design (Engineering)With the advancement of technology, digital logic systems became inevitable and became the integral part of digital circuit design. Digital logic is concerned with the interconnection of digital components and modules, and is a term used to denote the design and analysis of digital systems. Recent technology advancements have led to enhanced usage... | | All the Mathematics You Missed But Need to Know for Graduate School"Point set topology, complex analysis, differential forms, the curvature of surfaces, the axiom of choice, Lebesgue integration, Fourier analysis, algorithms, and differential equations.... I found these sections to be the high points of the book. They were a sound introduction to material that some but not all graduate students will... |
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