The Generation Problem in Thompson Group $F$ LN teachers will find thorough

teachers will find thorough

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with a focus on integrating the National Health Education Standards

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*Instructive ""Try This"" activities at the end of each chapter for teacher study groups and professional development

The Generation Problem in Thompson Group $F$ LN teachers will find thoroughWe show that the generation problem in Thompson's group F is decidable, i. e., there is an algorithm which decides if a finite set of elements of F generates the whole F. The algorithm makes use of the Stallings 2 core of subgroups of F, which can be defined in an analogous way to the Stallings core of subgroups of a finitely generated free group. Further study of the Stallings 2 core of subgroups of F provides a solution to another algorithmic