Winner of the 2022 Baillie Gifford Prize for Non-Fiction Winner of the 2022 Slightly Foxed Best First Biography Prize Shortlisted for the 2023 Plutarch Award A Wall Street Journal Top 10 Best Book of 2022 A New York Times Notable Book of the Year Named a Best Book of the Year by The New Yorker, Times Literary Supplement, and Literary Hub From the standout scholar Katherine Rundell, Super-Infinite presents a sparkling and very modern biography of John Donne: the poet of love, sex, and death. Sometime religious outsider and social disaster, sometime celebrity preacher and establishment darling, John Donne was incapable of being just one thing. He was a scholar of law, a sea adventurer, a priest, a member of Parliament—and perhaps the greatest love poet in the history of the English language. He converted from Catholicism to Protestantism, was imprisoned for marrying a sixteen-year-old girl without her father’s consent, struggled to feed a family of ten children, and was often ill and in pain. He was a man who suffered from surges of misery, yet expressed in his verse many breathtaking impressions of electric joy and love. In Super-Infinite, Katherine Rundell embarks on a fleet-footed act of evangelism, showing us the many sides of Donne’s extraordinary life, his obsessions, his blazing words, and his tempestuous Elizabethan times—unveiling Donne as the most remarkable mind and as a lesson in living.

Lie superalgebras are a natural generalization of Lie algebras, having applications in geometry, number theory, gauge field theory, and string theory. Introduction to Finite and Infinite Dimensional Lie Algebras and Superalgebras introduces the theory of Lie superalgebras, their algebras, and their representations. The material covered ranges from basic definitions of Lie groups to the classification of finite-dimensional representations of semi-simple Lie algebras. While discussing all classes of finite and infinite dimensional Lie algebras and Lie superalgebras in terms of their different classes of root systems, the book focuses on Kac-Moody algebras. With numerous exercises and worked examples, it is ideal for graduate courses on Lie groups and Lie algebras. - Discusses the fundamental structure and all root relationships of Lie algebras and Lie superalgebras and their finite and infinite dimensional representation theory - Closely describes BKM Lie superalgebras, their different classes of imaginary root systems, their complete classifications, root-supermultiplicities, and related combinatorial identities - Includes numerous tables of the properties of individual Lie algebras and Lie superalgebras - Focuses on Kac-Moody algebras

Generations of people have been taught that population growth makes resources scarcer. In 2021, for example, one widely publicized report argued that “The world's rapidly growing population is consuming the planet's natural resources at an alarming rate . . . the world currently needs 1.6 Earths to satisfy the demand for natural resources ... [a figure that] could rise to 2 planets by 2030.” But is that true? After analyzing the prices of hundreds of commodities, goods, and services spanning two centuries, Marian Tupy and Gale Pooley found that resources became more abundant as the population grew. That was especially true when they looked at “time prices,” which represent the length of time that people must work to buy something. To their surprise, the authors also found that resource abundance increased faster than the population―a relationship that they call superabundance. On average, every additional human being created more value than he or she consumed. This relationship between population growth and abundance is deeply counterintuitive, yet it is true. Why? More people produce more ideas, which lead to more inventions. People then test those inventions in the marketplace to separate the useful from the useless. At the end of that process of discovery, people are left with innovations that overcome shortages, spur economic growth, and raise standards of living. But large populations are not enough to sustain superabundance―just think of the poverty in China and India before their respective economic reforms. To innovate, people must be allowed to think, speak, publish, associate, and disagree. They must be allowed to save, invest, trade, and profit. In a word, they must be free.

ÒSECRET HEADQUARTERSÓ! In the aftermath of ÒPLANET OF THE CAPESÓ, big changes challenge both Damian and Jon, as Superboy revels in his new power and a decision by Batman rocks RobinÕs world forever. And as promised earlier, the debut of the Super SonsÕ new secret headquarters!

For a thousand years, infinity has proven to be a difficult and illuminating challenge for mathematicians and theologians. It certainly is the strangest idea that humans have ever thought. Where did it come from and what is it telling us about our Universe? Can there actually be infinities? Is matter infinitely divisible into ever-smaller pieces? But infinity is also the place where things happen that don't. All manner of strange paradoxes and fantasies characterize an infinite universe. If our Universe is infinite then an infinite number of exact copies of you are, at this very moment, reading an identical sentence on an identical planet somewhere else in the Universe. Now Infinity is the darling of cutting edge research, the measuring stick used by physicists, cosmologists, and mathematicians to determine the accuracy of their theories. From the paradox of Zeno’s arrow to string theory, Cambridge professor John Barrow takes us on a grand tour of this most elusive of ideas and describes with clarifying subtlety how this subject has shaped, and continues to shape, our very sense of the world in which we live. The Infinite Book is a thoroughly entertaining and completely accessible account of the biggest subject of them all–infinity.

Some theoreticians contemplate and formulate the physics of tachyons, which are hypothetical particles, that would always travel faster than light but which could never slow down to the speed of light just as they anticipate sublight speed massive particles never being able to achieve light speed. So my theoretical work on the physics and kinematics of light-speed massive systems sets me apart from general trends in the theoretical field of relativistic astronautics. This book is a continuation of how and why we may be able to, at some future time, travel at the speed of light.

An explanation of the development and structure of the modern mathematics used in contemporary science

**A Sunday Times top ten bestseller** **Shortlisted for the Sunday Times Young Writer of the Year Award 2023** **Shortlisted for the Duff Cooper Prize for Non-Fiction 2023** **Shortlisted for the Slightly Foxed First Biography Prize 2023** 'Masterly.' Observer 'Wonderful, joyous.' Maggie O'Farrell 'Frankly brilliant.' Sunday Times 'Unmissable.' Simon Jenkins 'Every page sparkles.' Claire Tomalin 'A triumph.' Matt Haig 'Stylish, scholarly and gripping.' Rose Tremain John Donne lived myriad lives. Sometime religious outsider and social disaster, sometime celebrity preacher and establishment darling, Donne was incapable of being just one thing. He was a scholar of law, a sea adventurer, an MP, a priest, the Dean of St Paul's Cathedral - and perhaps the greatest love poet in the history of the English language. In Super-Infinite, Katherine Rundell shows us the many sides of Donne's extraordinary life, his obsessions, his blazing words, and his tempestuous Elizabethan times - unveiling Donne as the most remarkable mind and as a lesson in living.