WINNER of the JUDITH A. MARKOWITZ AWARD 2020 LAMBDA LITERARY AWARD WINNER LONGLISTED for the HEARTLAND BOOKSELLERS AWARD In this debut collection by African American poet Xandria Phillips, HULL explores emotional impacts of colonialism and racism on the Black queer body and the present-day emotional impacts of enslavement in urban, rural, and international settings. HULL is lyrical, layered, history-ridden, experimental, textured, adorned, ecstatic, and emotionally investigative.

In this book, the four authors show us the condensed experience how to design ship hull structures from a practical viewpoint. In three parts, the book presents the fundamentals, the theory and the application of structural design of hulls. The topics are treated comprehensively with an emphasis on how to achieve reliable and efficient ship structures. The authors have in particular introduced their experiences with the rapid increase of ship sizes as well as the introduction of ship types with a high degree of specialization. The associated early failures of these "new" structures have been analyzed to provide the readers with illustrations why structural design needs to be carried out on several levels in order to ensure that correct loading is applied and that local structural behaviour in properly understood.

What is Convex Hull The convex hull, convex envelope, or convex closure of a shape is the smallest convex set that contains the shape. This concept is used in the field of geometry. It is possible to define the convex hull in two different ways: either as the intersection of all convex sets that contain a particular subset of a Euclidean space, or, more precisely, as the set of all convex combinations of points that are contained within the subset. The convex hull of a bounded subset of the plane can be seen as the form that is encompassed by a rubber band that is stretched around the subset. How you will benefit (I) Insights, and validations about the following topics: Chapter 1: Convex hull Chapter 2: Convex set Chapter 3: Polyhedron Chapter 4: Polytope Chapter 5: Minkowski addition Chapter 6: Duality (mathematics) Chapter 7: Carathéodory's theorem (convex hull) Chapter 8: Curvilinear perspective Chapter 9: Radon's theorem Chapter 10: Convex polytope (II) Answering the public top questions about convex hull. (III) Real world examples for the usage of convex hull in many fields. Who this book is for Professionals, undergraduate and graduate students, enthusiasts, hobbyists, and those who want to go beyond basic knowledge or information for any kind of Convex Hull.

“Drawing inspiration from actor-network theory, science studies, and semiotics, this brilliant book makes us completely rethink the workings of bureaucracy as analyzed by Max Weber and James Scott. Matthew Hull demonstrates convincingly how the materiality of signs truly matters for understanding the projects of ‘the state.’” - Katherine Verdery, author of What was Socialism, and What Comes Next? “We are used to studies of roads and rails as central material infrastructure for the making of modern states. But what of records, the reams and reams of paper that inscribe the state-in-making? This brilliant book inquires into the materiality of information in colonial and postcolonial Pakistan. This is a work of signal importance for our understanding of the everyday graphic artifacts of authority.” - Bill Maurer, author of Mutual Life, Limited: Islamic Banking, Alternative Currencies, Lateral Reason "This is an excellent and truly exceptional ethnography. Hull presents a theoretically sophisticated and empirically rich reading that will be an invaluable resource to scholars in the field of Anthropology and South Asian studies. The author’s focus on bureaucracy, “corruption," writing systems and urban studies (Islamabad) in a post-colonial context makes for a unique ethnographic engagement with contemporary Pakistan. In addition, Hull’s study is a refreshing voice that breaks the mold of current representation of Pakistan through the security studies paradigm." - Kamran Asdar Ali, Director, South Asia Institute, University of Texas

"Miller/Hull's award-winning, energy-conscious designs combine with a love of local materials and structural expressiveness to define the essence of the Pacific Northwest style. Here, climate change plays a critical role and each Miller/Hull building responds with simple yet inventive forms, straightforward plans, sensible siting, and careful detailing.".

Hybrid Ship Hulls provides an overview of cutting-edge developments in hybrid composite-metal marine ship hulls, covering the critical differences in material processing and structural behavior that must be taken into account to maximise benefits and performance.Supporting the design of effective hybrid hulls through proper consideration of the benefits and challenges inherent to heterogenic structures, the book covers specific details of quality control, manufacturing, mechanical and thermal stress, and other behavioral aspects that need to be treated differently when engineering hybrid ship hulls. With a particular focus on heavy-duty naval applications, the book includes guidance on the selection of composite part configurations, innovative design solutions, novel hybrid joining techniques, and serviceability characterization. - Addresses the engineering requirements specific to hybrid structure engineering that are essential for optimization of hybrid hull design and maximization of material benefits. - Covers methodology, techniques and data currently unavailable from other sources, providing the essential base knowledge to support robust design, reliable manufacturing, and proper serviceability evaluation. - Includes MATLAB codes, enabling engineers to easily apply the methods covered to their own engineering design challenges.

Written by a world expert on the subject, Origametry is the first complete reference on the mathematics of origami. It is an essential reference for researchers of origami mathematics and applications in physics, engineering, and design. Educators, students, and enthusiasts will also enjoy this fascinating account of the mathematics of folding.