The Grand Illusion: The Misinterpretation of the Nixon Doctrine is a thesis describing the missed points within the philosophy of Richard Nixon and Henry Kissinger. The author summarizes the foreign policy actions taken during the Nixon presidency, as well as the philosophical reasoning behind the decisions.
The topic of American involvement in space has been widely discussed in recent times, especially with the Trump administration's proposal of the Space Force. The information provided by the articles and sources present is, however, not inclusive of all thoughts on the risks and possibilities of space. There is a necessity, especially for the United States, to ensure its own supremacy on Earth and beyond the atmosphere. In conclusion, the research examining the threats of space, specifically the neglected concepts of a foreign attack on satellites, private industrial abuse of space, and stagnation on space activities, are enough reasons to support the creation of an independent Space Force which is detailed in "The United States' Role in Space Activities".
The topic of American involvement in space has been widely discussed in recent times, especially with the Trump administration's proposal of the Space Force. The information provided by the articles and sources present is, however, not inclusive of all thoughts on the risks and possibilities of space. There is a necessity, especially for the United States, to ensure its own supremacy on Earth and beyond the atmosphere. In conclusion, the research examining the threats of space, specifically the neglected concepts of a foreign attack on satellites, private industrial abuse of space, and stagnation on space activities, are enough reasons to support the creation of an independent Space Force which is detailed in "The United States' Role in Space Activities".
The Grand Illusion: The Misinterpretation of the Nixon Doctrine is a thesis describing the missed points within the philosophy of Richard Nixon and Henry Kissinger. The author summarizes the foreign policy actions taken during the Nixon presidency, as well as the philosophical reasoning behind the decisions.
$\textrm{C}*$-approximation theory has provided the foundation for many of the most important conceptual breakthroughs and applications of operator algebras. This book systematically studies (most of) the numerous types of approximation properties that have been important in recent years: nuclearity, exactness, quasidiagonality, local reflexivity, and others. Moreover, it contains user-friendly proofs, insofar as that is possible, of many fundamental results that were previously quite hard to extract from the literature. Indeed, perhaps the most important novelty of the first ten chapters is an earnest attempt to explain some fundamental, but difficult and technical, results as painlessly as possible. The latter half of the book presents related topics and applications--written with researchers and advanced, well-trained students in mind. The authors have tried to meet the needs both of students wishing to learn the basics of an important area of research as well as researchers who desire a fairly comprehensive reference for the theory and applications of $\textrm{C}*$-approximation theory.
The authors introduce the concept of finitely coloured equivalence for unital -homomorphisms between -algebras, for which unitary equivalence is the -coloured case. They use this notion to classify -homomorphisms from separable, unital, nuclear -algebras into ultrapowers of simple, unital, nuclear, -stable -algebras with compact extremal trace space up to -coloured equivalence by their behaviour on traces; this is based on a -coloured classification theorem for certain order zero maps, also in terms of tracial data. As an application the authors calculate the nuclear dimension of non-AF, simple, separable, unital, nuclear, -stable -algebras with compact extremal trace space: it is 1. In the case that the extremal trace space also has finite topological covering dimension, this confirms the remaining open implication of the Toms-Winter conjecture. Inspired by homotopy-rigidity theorems in geometry and topology, the authors derive a “homotopy equivalence implies isomorphism” result for large classes of -algebras with finite nuclear dimension.
Thank you for visiting our website. Would you like to provide feedback on how we could improve your experience?
This site does not use any third party cookies with one exception — it uses cookies from Google to deliver its services and to analyze traffic.Learn More.