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This chapter delves into the formal proof theory of linear logic focused proofs. It defines paths in linear logic formulas, using them to describe right-introduction and left-introduction phases. The chapter proves the admissibility of the non-atomic initial rule and demonstrates the elimination of cut rules in the focused system for linear logic. Finally, it establishes the completeness of the focused proof system with respect to the unfocused proof system for linear logic. Readers primarily interested in the applications of linear logic programming can skip this chapter.
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