This episode unites the worlds of Bach, Escher, and Gödel to illuminate the beauty of recursion, self-reference, and infinity in creativity. From Bach’s musical canons to Escher’s visual puzzles and AI's nested loops, we explore how finite systems yield boundless expression. Genovese adds humor and insight, revealing the playfulness behind Gödel’s groundbreaking ideas and their echoes in today’s technology.
Episodes (3)
Zeno's flag and its zero-shaped hole symbolize abstraction and unattainable beauty, connecting art and philosophy. Through the lens of Zeno's paradox of motion, this episode examines the humor and depth of infinite divisibility and its modern implications. Finally, Zeno's take on perception and movement challenges our everyday experience of time and reality.
Emil Post’s MIU-system is introduced as a formal challenge blending logic, symbols, and rules. This episode unpacks the famous MU-puzzle, reflecting on human versus machine problem-solving, and explores decision-making through the lens of theorems and patterns. Learn how these concepts offer deeper insights into intelligence and formal structures.