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Gravity - An Introduction to Einstein's General Relativity (Hardcover): James B. Hartle Gravity - An Introduction to Einstein's General Relativity (Hardcover)
James B. Hartle
R1,621 Discovery Miles 16 210 Ships in 9 - 17 working days

Einstein's theory of general relativity is a cornerstone of modern physics. It also touches upon a wealth of topics that students find fascinating - black holes, warped spacetime, gravitational waves, and cosmology. Now reissued by Cambridge University Press, this ground-breaking text helped to bring general relativity into the undergraduate curriculum, making it accessible to virtually all physics majors. One of the pioneers of the 'physics-first' approach to the subject, renowned relativist James B. Hartle, recognized that there is typically not enough time in a short introductory course for the traditional, mathematics-first, approach. In this text, he provides a fluent and accessible physics-first introduction to general relativity that begins with the essential physical applications and uses a minimum of new mathematics. This market-leading text is ideal for a one-semester course for undergraduates, with only introductory mechanics as a prerequisite.

Quantum Universe, The: Essays On Quantum Mechanics, Quantum Cosmology, And Physics In General (Hardcover): James B. Hartle Quantum Universe, The: Essays On Quantum Mechanics, Quantum Cosmology, And Physics In General (Hardcover)
James B. Hartle
R3,845 Discovery Miles 38 450 Ships in 18 - 22 working days

As physics has progressed, its most fundamental theories have become more distant from everyday experience posing challenges for understanding, notably with quantum mechanics. This volume contains twenty-five essays written to address such challenges. The essays address issues in quantum mechanics, quantum cosmology and physics in general. Examples include: How do we apply quantum mechanics to the whole universe when all observers are inside? What do we mean by past, present, and future in a four-dimensional universe? What is the origin of classical predictability in a quantum universe? Could physics predict non-computable numbers? Short personal recollections of Murray Gell-Mann and Stephen Hawking are included.The essays vary in length, style, and level but should be accessible to most physicists.

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