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Globe Law and Business.</p> </h3> </div> <div class="slider"> <div class="slider__slides"> </div> </div> <div class="section section-content section-home"> <div class="row justify-content-center"> <div class="col-md-6"> <div class="box"> <h2> NEW AND NOTEWORTHY </h2> <ul class="d-block"> <li> <h4>ESG in Mining and Minerals</h4> <p> <span style="color: #7A7A7A;">25.03.2025</span><br> <p><img src="data:image/png;base64,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" data-filename="esg.png" style="width: 200px; float: left;" class="note-float-left">"The topic of the book <a href="https://globelawonline.com/book/341/esg-in-mining-and-minerals" target="_blank">ESG in Mining and Minerals</a> is highly relevant and timely… The information is clear, relevant and concisely produced in a holistic qualitative approach throughout 271 pages of a well-proportioned collection of chapters by recognised professionals with vast experience in the field… The book is a must-read, as essential aspects highlighted in the book will remain throughout time, contributing to the growth of the mining sector and to the pressure on the minerals’ extraction industry to act responsibly… This book distinguishes itself through its practical insights, industry relevance and actionable guidance, in the broad background of environmental, social and governance concerns in mining and minerals."</p><p>A. Diaconescu, OGEL</p> </p> </li> <li> <h4>US Business Litigation Risks: A Comprehensive Handbook for Business Owners and the Attorneys Who Advise Them</h4> <p> <span style="color: #7A7A7A;">25.03.2025</span><br> <p><img src="data:image/png;base64,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" data-filename="usbuslit.png" style="width: 200px; float: left;" class="note-float-left">The new edition of&nbsp;<a href="https://globelawonline.com/book/346/us-business-litigation-risks" target="_blank"><i>US Business Litigation Risks</i></a> is now live for subscribers to&nbsp;<a href="https://globelawonline.com/collection/24/law-firm-management-compliance-and-ethics" target="_blank"><b>Law Firm Management - Compliance and Ethics</b></a>.</p><p>Why are companies so frequently sued in the United States, and how might these business litigation risks be avoided through preventative measures and more effectively managed?</p><p><span style="font-size: 0.875rem;">This book, now in its second edition, answers those two weighty questions. The central premise of the work is that costly and protracted lawsuits in the US are often traceable to unforced errors companies make time and again. By better understanding the sources of commercial litigation, including the various legal theories of plaintiff’s lawyers and current litigation trends, preventive steps can be implemented, reducing these risks and saving the company millions in legal fees and liabilities.</span></p><p><span style="font-size: 0.875rem;">Kent Schmidt draws on over twenty-five years of experience defending companies throughout the US in almost every conceivable type of commercial litigation. He applies a “lessons-learned” approach from these experiences, to examine how companies can create a unique litigation risk profile to identify and address their primary litigation vulnerabilities. The second part of the book outlines how companies embroiled in US litigation can manage the process, from the filing of the lawsuit, expensive discovery, trial or arbitration and various dispute resolving opportunities along the way.</span></p> </p> </li> <li> <h4>Lean Six Sigma for Law, Second Edition</h4> <p> <span style="color: #7A7A7A;">05.03.2025</span><br> <p><img src="data:image/png;base64,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" data-filename="sigma.png" style="width: 200px; float: left;" class="note-float-left">Now in a completely revised second edition, <a href="https://globelawonline.com/book/345/lean-six-sigma-for-law-second-edition" target="_blank"><i>Lean Six Sigma for Law </i></a>offers in-depth strategic and tactical guidance on the application of Lean and Six Sigma in law firms, the different approaches firms are taking, where to get started, and case studies highlighting the success stories of those who have already implemented it.</p> <p>The book defines Lean and Six Sigma as they relate to the legal profession, highlights the interdependent relationships between Lean, Six Sigma and Project Management, and demonstrates the different ways in which Lean and Six Sigma may be employed in law firms.</p> <p>The title features contributions, case studies, and insight from leading law firms, corporate counsel, and a wide range of internationally renowned experts on legal process improvement and project 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