計算理論の基礎 (Tankobon Hardcover)

These topics are central to understanding computation but can be abstract. I'm curious what motivated their prominence here and how they relate to real-world applications.

Some of the complexity theory proofs felt dense but satisfying to work through. Did others experience the same, and how did it deepen their understanding?

These foundational concepts seem to reshape how we understand problem-solving limits. I'm wondering if the book helps make these ideas more approachable or still mystify newcomers.