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Form groups that empower growth, learning, and change Drawing on the latest research on group work, this accessible book will help you master key concepts and skills. Providing insightful coverage of diversity and multicultural issues, How to Form a Group focuses on all aspects of forming an effective group, including: Strategies for overcoming environmental roadblocks to group formation, such as agency staff lack of support for groups Key practices to consider when organizing groups Practical guidance on how to attract the “right” members to the “right” groups Concrete suggestions for organizing, marketing, recruiting, screening, selecting, and composing groups Differentiation between groups that are remedial in purpose from those that are more preventive in scope How to Form a Group is part of the Group Work Practice Kit: Improving the Everyday Practice of Group Work, a collection of nine books each authored by scholars in the specific field of group work. To promote a consistent reading experience, the books in the collection conform to editor Robert K. Conyne’s outline. Designed to provide practitioners, instructors, students, and trainees with concrete direction for improving group work, the series provides thorough coverage of the entire span of group work practice. This book is endorsed by the Association for Specialists in Group Work.
Focused on understanding the key underlying group processes that contribute to youth sport experiences, The Power of Groups in Youth Sport provides an innovative and expansive overview of the research in group dynamics within youth sports. The first section of the book examines topics relating to forming and structuring groups, including team selection, athlete socialization, normative expectations, roles, coach and athlete leadership, social identity, and more. The second section reviews concepts associated with group functioning and management, such as cohesion, subgroups, motivational climate, teamwork, and team building. This book concludes with a series of chapters focused on specific developmental considerations in youth sports that are often overlooked in group dynamics research including parental involvement, bullying and hazing, mental health, ,and disability and accessibility. - Synthesizes the research of group dynamics within the context of youth sport - Highlights how groups form and function - Discusses the role of parents and peers on youth sport experiences and development - Suggests ways to advance the field of group dynamics in youth sports
Volume numbers determined from Scope of the guidelines, p. 12-13.
Success boils down to one thing: making good decisions. Learn the right framework now that can make all the difference later when faced with terrible options, deep anxiety and fear of failure. Access the decision framework David Siegel used when he took over as CEO of Meetup, the world’s leading platform for making connections and finding your community. Let David’s success during one of the most tumultuous times in his company’s history help guide you on your own path. Decide and Conquer helps all leaders navigate the big decisions that will impact their future and make their organizations a success. David outlines the 44 challenges leaders face when starting a new position, then shows you the decision framework he applied to overcome challenges in his own role. David takes you on an epic journey of corporate and personal survival that includes industry titans like Adam Neumann, Barry Diller, Jack Welch, Bill Ackman, and other leaders. In Decide and Conquer, you will learn to: Apply principles like open communication, transparency, and kindness to inform great decision making. Set yourself up to succeed, even before you start, by removing potential roadblocks before they become a problem. Be a bold and decisive leader and not succumb to fear. By applying the principles he had learned in previous leadership positions, David was able to make the many critical decisions that would mean life or death for Meetup when WeWork decided to sell the company. From deciding to accept the position and negotiating terms to managing a seemingly endless series of crises during the sale and global pandemic, Decide and Conquer walks readers through the key decisions they will face with invaluable advice for each one.
Presents a systematic approach to one of math's most intimidating concepts. Avoiding the pitfalls common in the standard textbooks, this title begins with familiar topics such as rings, numbers, and groups before introducing more difficult concepts.
Designed for undergraduate and postgraduate students of mathematics, the book can also be used by those preparing for various competitive examinations. The text starts with a brief introduction to results from Set theory and Number theory. It then goes on to cover Groups, Rings, Fields and Linear Algebra. The topics under groups include subgroups, finitely generated abelian groups, group actions, solvable and nilpotent groups. The course in ring theory covers ideals, embedding of rings, Euclidean domains, PIDs, UFDs, polynomial rings, Noetherian (Artinian) rings. Topics of field include algebraic extensions, splitting fields, normal extensions, separable extensions, algebraically closed fields, Galois extensions, and construction by ruler and compass. The portion on linear algebra deals with vector spaces, linear transformations, Eigen spaces, diagonalizable operators, inner product spaces, dual spaces, operators on inner product spaces etc. The theory has been strongly supported by numerous examples and worked-out problems. There is also plenty of scope for the readers to try and solve problems on their own. New in this Edition • A full section on operators in inner product spaces. • Complete survey of finite groups of order up to 15 and Wedderburn theorem on finite division rings. • Addition of around one hundred new worked-out problems and examples. • Alternate and simpler proofs of some results. • A new section on quick recall of various useful results at the end of the book to facilitate the reader to get instant answers to tricky questions.
Stop searching for purpose. Build it. We're living through a crisis of purpose. Surveys indicate that people are feeling less connected to the meaning of their work, asking, "How do I find my purpose?" That's the wrong question. You don't find your purpose—you build it. The HBR Guide to Crafting Your Purpose debunks three common myths about purpose: that purpose is found, that you have only one, and that it stays the same over time. Packed with stories, tips, and activities, this book teaches you how to cultivate more meaning in your life and work and endow everything you do with purpose. You'll learn how to: Find the reason behind your work Identify what makes you feel happy and fulfilled Use job crafting to transform your role Build positive, fulfilling relationships Connect your work to service Arm yourself with the advice you need to succeed on the job, with the most trusted brand in business. Packed with how-to essentials from leading experts, the HBR Guides provide smart answers to your most pressing work challenges.
Over the past two decades, small groups have gone from spontaneous gatherings among friends to a major and elaborate phenomenon in the church. Many evangelical churches have some form of small groups ministry in place. But there's just one problem, says Bill Search--what started as a simple get-together has become a complicated process, especially for small group leaders. They are often not sure what is expected of them or what to expect from their groups as a result of their efforts. In Simple Small Groups, Search lays out the three C's of small groups--connecting, changing, and cultivating. This paradigm helps to simplify leading small groups in a way that is helpful, rewarding, and life changing. Unlike many other books geared toward small group leaders, Simple Small Groups does not require a church-wide adoption of an intricately designed system of assimilation, making it useful to any small group leader looking for guidance.
This introduction to the theory of lie groups and their representations starts from basic undergraduate maths and proceeds through the fundamentals of Lie theory to topics in representation theory, such as the Peter-Weyl theorem.