The eBooks we sell are sold as a single-user licence and are intended for the end user only.
The sale of some eBooks are restricted to certain countries. To alert you to such restrictions, please select the country of the billing address of your credit or debit card you wish to use for payment.
For further information see https://www.wildy.com/ebook-formats
Once the order is confirmed an e-mail will be sent to you to allow you to download the eBook. For UK purchases this will be automatic. For purchases outside the UK a member of staff will need to confirm the sale. (Staff are available to do this during normal business hours, Mon-Fri 8:30-17:00 UK time)
All eBooks are supplied firm sale and cannot be returned. If you believe there is a fault with your eBook then contact us on ebooks@wildy.com and we will help in resolving the issue. This does not affect your statutory rights.
Due to a technical issue some ebooks are not available to order.
Game theory is a very powerful instrumental framework designed to analyze and solve complicated situations, especially decision-making problems under conditions of uncertainty. Major problems and issues in legal practice and jurisprudence are decision-making problems under conditions of uncertainty, therefore, it seems quite natural to use game theory to solve these problems. Moreover, game theory's solutions for these legal problems and issues are very simple, easily applicable, inexpensive and considered to be fair in comparison to other solutions.
The objective of this book is to make game theory in the legal context accessible for the reader, especially for legal practitioners, academics and students, using clear, simple and comprehensive theory, explanations and examples from daily legal practice. The applications in law include analysis of the law, existing and ideal, as well as applications in legal practice. Although game theory is classified as a branch of mathematics, the book is written and designed in a way that no mathematical background is required to fully understand the theory itself and its applications.
