This is the third edition of a well-received book that reflects the state of the art in the diagnosis and treatment of acute abdominal disorders in pregnant patients, ranging from very rare to more common ones, such as acute appendicitis and acute cholecystitis. The book emphasizes the importance of rapid diagnosis to avoid serious consequences for both the mother and the fetus. The new edition updates recommendations, guidelines, and scenarios to provide support for all clinicians who may encounter such cases. The book includes new chapters, one of which is about non-operative management of acute appendicitis in pregnancy, an important topic that has not been addressed in previous books. The 2nd edition chapter on urologic emergencies has been divided into three, and the book now has 29 chapters in total, which have been significantly updated and reorganized. It provides guidance on different imaging modalities of rare pathologies that can occur during pregnancy, helping clinicians and radiologists to define underlying cases better. The book also includes significantly more colored and black & white images and tables. This new edition is an essential resource for clinicians who care for pregnant patients with acute abdominal disorders. The volume is equally valuable for general and abdominal surgeons, gynecologists and obstetricians, and emergency physicians who may be the first specialists to have clinical contact with pregnant patients.
During World War II, Croatia became a fascist state under the control of the Ustasha Movement - allied with Nazi Germany and Fascist Italy. Here, Goran Miljan examines and analyzes for the first time the ideology, practices, and international connections of the Ustasha Youth organization. The Ustasha Youth was an all-embracing fascist youth organization, established in July 1941 by the `Independent State of Croatia' with the goal of reeducating young people in the model of an ideal `new' Croat. This youth organization attempted to set in motion an all-embracing, totalitarian national revolution which in reality consisted of specific interconnected, mutually dependent practices: prosecution, oppression, mass murder, and the Holocaust - all of which were officially legalized within a month of the regime's accession to power. To this end education, sport, manual work and camping took place in specially established Ustasha Youth Schools. In order to justify their radical policies of youth reeducation, the Ustasha Youth, besides emphasizing national character and the importance of cultural and national purity, also engaged in transnational activities and exchanges, especially with the Hlinkova mladez [Hlinka Youth] of the Slovak Republic. Both youth organizations were closely modelled after the youth organizations in Nazi Germany and Fascist Italy. This is a little studied part of the history of World War II and of Fascism, and will be essential reading for scholars of Central Europe and the Holocaust.
This monograph gives a state-of-the-art and accessible treatment of a new general higher-dimensional theory of complex dimensions, valid for arbitrary bounded subsets of Euclidean spaces, as well as for their natural generalization, relative fractal drums. It provides a significant extension of the existing theory of zeta functions for fractal strings to fractal sets and arbitrary bounded sets in Euclidean spaces of any dimension. Two new classes of fractal zeta functions are introduced, namely, the distance and tube zeta functions of bounded sets, and their key properties are investigated. The theory is developed step-by-step at a slow pace, and every step is well motivated by numerous examples, historical remarks and comments, relating the objects under investigation to other concepts. Special emphasis is placed on the study of complex dimensions of bounded sets and their connections with the notions of Minkowski content and Minkowski measurability, as well as on fractal tube formulas. It is shown for the first time that essential singularities of fractal zeta functions can naturally emerge for various classes of fractal sets and have a significant geometric effect. The theory developed in this book leads naturally to a new definition of fractality, expressed in terms of the existence of underlying geometric oscillations or, equivalently, in terms of the existence of nonreal complex dimensions. The connections to previous extensive work of the first author and his collaborators on geometric zeta functions of fractal strings are clearly explained. Many concepts are discussed for the first time, making the book a rich source of new thoughts and ideas to be developed further. The book contains a large number of open problems and describes many possible directions for further research. The beginning chapters may be used as a part of a course on fractal geometry. The primary readership is aimed at graduate students and researchers working in Fractal Geometry and other related fields, such as Complex Analysis, Dynamical Systems, Geometric Measure Theory, Harmonic Analysis, Mathematical Physics, Analytic Number Theory and the Spectral Theory of Elliptic Differential Operators. The book should be accessible to nonexperts and newcomers to the field.
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