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Engagement is trendy. Although paired most often with community, diverse invocations of engagement have gained cache, capturing longstanding shifts toward new practices of knowledge making that both reflect and facilitate multiple ways of being an academic. Engagement functions as a gloss for these shifts-addressing more expansive understandings of where, how, and with whom we research, teach, and partner. This book examines these shifts, locating them within socio-economic trends within and beyond the higher educational landscape, with particular focus on how they have been enacted within the diverse subfields of writing studies. In so doing, this book provides concrete models for enacting these new responsive practices, thereby encouraging scholars to examine how they can facilitate writing for social action through taking positions, building relationships, and crossing boundaries.
Dark networks are the illegal and covert networks (e.g, insurgents, jihadi groups, or drug cartels) that security and intelligence analysts must track and identify to be able to disrupt and dismantle them. This text explains how this can be done by using the Social Network Analysis (SNA) method. Written in an accessible manner, it provides an introduction to SNA, presenting tools and concepts, and showing how SNA can inform the crafting of a wide array of strategies for the tracking and disrupting of dark networks.
Dark networks are the illegal and covert networks (e.g, insurgents, jihadi groups, or drug cartels) that security and intelligence analysts must track and identify to be able to disrupt and dismantle them. This text explains how this can be done by using the Social Network Analysis (SNA) method. Written in an accessible manner, it provides an introduction to SNA, presenting tools and concepts, and showing how SNA can inform the crafting of a wide array of strategies for the tracking and disrupting of dark networks.
This textbook reviews the foundational topics that are typically covered in an introduction to proof course and studies the language of sentential logic as well as investigating the more powerful language of first-order logic and the notion of a formal deduction in first-order logic, in addition, it proves Godel's Completeness Theorem and discusses incompleteness and the computability concept.
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