Combining a thorough knowledge of past clinical studies with philosophical sweep, Rosenfield explores consciousness as the "dynamic integration of past, present, and self" that tells us not only who we are but that we are. A revisionist book that compels us to re-examine a phenomenon that has traditionally been overlooked as being but a small part of the brain's function.

A 12-year-old boy, mourning the death of his mother, takes refuge in the myths and fairytales she always loved--and finds that his reality and a fantasy world start to meld.

Classic stories of occult fiction by Dion Fortune, Edgar Allan Poe, Oscar Wilde, H. P. Lovecraft, Bram Stoker, Marie Corelli, R. W. Chambers, and more. These are the authors and tales that inspired modern masters like Stephen King, Neil Gaiman, and Nic Pizzolatto—edited and introduced by leading occult author and scholar Judika Illes. These powerfully evocative stories—some of which have been forgotten over the years, like buried treasure—will thrill and chill readers to the bone. During the dark, eerie hours, when the wind is blowing and the ghosts are roaming outside, these tales can fill a night with pleasant terror—as well as encouraging our minds to venture beyond the mundane into the realm of the fantastic.

First published in 1999, this engaging interdisciplinary study of romantic science focuses on the work of five influential figures in twentieth-century transatlantic intellectual history. In this book, Martin Halliwell constructs an innovative tradition of romantic science by indicating points of theoretical and historical intersection in the thought of William James (American philosopher); Otto Rank (Austrian psychoanalyst); Ludwig Binswanger (Swiss psychiatrist); Erik Erikson (Danish/German psychologist); and Oliver Sacks (British neurologist). Beginning with the ferment of intellectual activity in late eighteenth-century German Romanticism, Halliwell argues that only with William James’ theory of pragmatism early in the twentieth century did romantic science become a viable counter-tradition to strictly empirical science. Stimulated by debates over rival models of consciousness and renewed interest in theories of the self, Halliwell reveals that in their challenge to Freud’s adoption of ideas from nineteenth-century natural science, these thinkers have enlarged the possibilities of romantic science for bridging the perceived gulf between the arts and sciences.

In the second installment of this richly imagined fantasy adventure series, a new threat from within the Library could destroy those who depend upon it the most. The Library of the Unwritten in Hell was saved from total devastation, but hundreds of potential books were destroyed. Former librarian Claire and Brevity the muse feel the loss of those stories, and are trying to adjust to their new roles within the Arcane Wing and Library, respectively. But when the remains of those books begin to leak a strange ink, Claire realizes that the Library has kept secrets from Hell--and from its own librarians. Claire and Brevity are immediately at odds in their approach to the ink, and the potential power that it represents has not gone unnoticed. When a representative from the Muses Corps arrives at the Library to advise Brevity, the angel Rami and the erstwhile Hero hunt for answers in other realms. The true nature of the ink could fundamentally alter the afterlife for good or ill, but it entirely depends on who is left to hold the pen.

The study of isoperimetric inequalities involves a fascinating interplay of analysis, geometry and the theory of partial differential equations. Several conjectures have been made and while many have been resolved, a large number still remain open. One of the principal tools in the study of isoperimetric problems, especially when spherical symmetry is involved, is Schwarz symmetrization, which is also known as the spherically symmetric and decreasing rearrangement of functions. The aim of this book is to give an introduction to the theory of Schwarz symmetrization and study some of its applications. The book gives an modern and up-to-date treatment of the subject and includes several new results proved recently. Effort has been made to keep the exposition as simple and self-contained as possible. A knowledge of the existence theory of weak solutions of elliptic partial differential equations in Sobolev spaces is, however, assumed. Apart from this and a general mathematical maturity at the graduate level, there are no other prerequisites.