Realm of Measure Isaac Asimov

This book is based on my doctoral dissertation from the Hebrew University of Jerusalem (1996) of the same title. As a master's student, working on an entirely different project, I was well aware that many of Newton's theological manuscripts were located in our own Jewish National and University Library, but I was under the mistaken assumption that scores of highly qualified scholars must be assiduously scouring them and publishing their results. It never occurred to me to look at them at all until, having fmished my master's, I spoke to Professor David Katz at Tel-Aviv University about an idea I had for doctoral research. Professor Katz informed me that the project I had suggested was one which he himself had just fmished, but that I might be interested in working on the famous Newton manuscripts in the context of a project being organized by him, Richard Popkin, James Force, and the late Betty Jo Teeter Dobbs, to study and publish Newton's theological material. I asked him whether he was not sending me into the shark-infested waters of highly competitive scholarship, and learned that in fact there were only a handful of scholars in the world who actively studied and published on Newton's theology. At the time the group consisted mainly of Popkin, Force, Dobbs, Frank Manuel, Kenneth Knoespel, and David Castillejo.

This book is based on my doctoral dissertation from the Hebrew University of Jerusalem (1996) of the same title. As a master's student, working on an entirely different project, I was well aware that many of Newton's theological manuscripts were located in our own Jewish National and University Library, but I was under the mistaken assumption that scores of highly qualified scholars must be assiduously scouring them and publishing their results. It never occurred to me to look at them at all until, having fmished my master's, I spoke to Professor David Katz at Tel-Aviv University about an idea I had for doctoral research. Professor Katz informed me that the project I had suggested was one which he himself had just fmished, but that I might be interested in working on the famous Newton manuscripts in the context of a project being organized by him, Richard Popkin, James Force, and the late Betty Jo Teeter Dobbs, to study and publish Newton's theological material. I asked him whether he was not sending me into the shark-infested waters of highly competitive scholarship, and learned that in fact there were only a handful of scholars in the world who actively studied and published on Newton's theology. At the time the group consisted mainly of Popkin, Force, Dobbs, Frank Manuel, Kenneth Knoespel, and David Castillejo.

This book presents a new theoretical framework for the study of hypnosis based on an innovative epistemological approach called De-sign. This approach transcends the opposition subjectivity-objectivity and presents itself as a metaknowledge that integrates design and semiotics and proposes a phenomenological method of inquiry that helps overcome some of the traditional challenges to create theoretical models to explain hypnosis.

This book aims to put strong reasonable mathematical senses in notions of objectivity and subjectivity for consistent estimations in a Polish group by using the concept of Haar null sets in the corresponding group.

​This book discusses the process by which Ulam's conjecture is proved, aptly detailing how mathematical problems may be solved by systematically combining interdisciplinary theories. It presents the state-of-the-art of various research topics and methodologies in mathematics, and mathematical analysis by presenting the latest research in emerging research areas, providing motivation for further studies. The book also explores the theory of extending the domain of local isometries by introducing a generalized span.

​This book discusses the process by which Ulam's conjecture is proved, aptly detailing how mathematical problems may be solved by systematically combining interdisciplinary theories. It presents the state-of-the-art of various research topics and methodologies in mathematics, and mathematical analysis by presenting the latest research in emerging research areas, providing motivation for further studies. The book also explores the theory of extending the domain of local isometries by introducing a generalized span.

Now in compact paperback, a compelling examination of how brain structure and cultural context interacted in the Neolithic period, 10,000 years ago, to produce unique patterns in belief systems.