These fascinating letters capture the most traumatic experience of Ezra Pound's life, when he was incarcerated at the end of World War II and indicted for treason. Omar Pound and Robert Spoo have collected and edited the unpublished correspondence between the poet and his wife, combining itwith military and FBI documents, previously unknown photographs, and an extensive, insightful introduction, to create the definitive work on this period of Pound's life. During his incarceration in a U.S. Army detention camp outside Pisa, Pound was allowed to write only to his wife, so these letters afford a unique look at a painful yet highly productive period, when Pound wrote his acclaimed Pisan Cantos and worked on his translations of Confucius. Readerswill discover many fresh insights into the sources and contexts of the Cantos and the circumstances of their composition. Here, too, are many moving passages testifying to Pound's partnership with Dorothy and her courageous efforts to help him; her experiences no less than his come to life in thisvolume. But perhaps the most moving are the harsh conditions Pound found himself in: at one point, in the Pisan camp, he was confined for three weeks in an open air cage, until the sixty year old poet suffered a breakdown and was moved to a tent in the medical compound. The editors connect theanxious lyricism of the Pisan Cantos to these dramatic experiences, as the poet alternated "between savage indignation and suave serenity." The book also covers Pound's return to the United States and his confinement in a federal mental institution there. With more than 150 previously unpublished letters and documents, all authoritatively annotated, Ezra and Dorothy Pound: Letters in Captivity, 1945 1946, offers a rare glimpse into the life and work of one of our century's greatest literary figures.

"This catalog is published in conjunction with an exhibition organized and presented by the Rubin Museum of Art, New York, April 24 through September 7, 2015, and curated by David P. Jackson."

The book gives an introduction to $p$-adic numbers from the point of view of number theory, topology, and analysis. Compared to other books on the subject, its novelty is both a particularly balanced approach to these three points of view and an emphasis on topics accessible to undergraduates. in addition, several topics from real analysis and elementary topology which are not usually covered in undergraduate courses (totally disconnected spaces and Cantor sets, points of discontinuity of maps and the Baire Category Theorem, surjectivity of isometries of compact metric spaces) are also included in the book. They will enhance the reader's understanding of real analysis and intertwine the real and $p$-adic contexts of the book. The book is based on an advanced undergraduate course given by the author. The choice of the topic was motivated by the internal beauty of the subject of $p$-adic analysis, an unusual one in the undergraduate curriculum, and abundant opportunities to compare it with its much more familiar real counterpart. The book includes a large number of exercises. Answers, hints, and solutions for most of them appear at the end of the book. Well written, with obvious care for the reader, the book can be successfully used in a topic course or for self-study.

The author describes and teaches the art of discovering scaling laws, starting from dimensional analysis and physical similarity, which are here given a modern treatment. He demonstrates the concepts of intermediate asymptotics and the renormalisation group as natural consequences of self-similarity and shows how and when these notions and tools can be used to tackle the task at hand, and when they cannot. Based on courses taught to undergraduate and graduate students, the book can also be used for self-study by biologists, chemists, astronomers, engineers and geoscientists.