7 episodes

2007

Collection: Physics, Math, and Astronomy

Description (podcaster-provided):

Themes and summary (AI-generated based on podcaster-provided show and episode descriptions):

➤ History of symmetry • Mathematics and physics • Quantum Mechanics • String theory • Group theory • Evariste Galois • Einstein's influence • Competitive mathematics in Renaissance Italy • Babylonian and Greek mathematicsThis podcast, titled "Why Beauty is Truth - A short history of symmetry," delves into the multifaceted concept of symmetry and its critical connections to mathematics, physics, and our broader understanding of the universe. Presented by Professor Ian Stewart, the series explores a variety of periods and theories, illustrating how symmetry has influenced both historical and modern scientific thought.

The episodes discuss how the concept of symmetry has evolved, from ancient mathematical practices to contemporary scientific theories. In the realm of particle physics, symmetry is shown to be integral to string and superstring theory, suggesting profound implications for the fundamental structures of the universe. The intricacies of quantum mechanics are unraveled with a focus on how symmetry helps explain the behavior of particles and waves, linking abstract mathematical concepts to physical phenomena.

Historical influences are also examined, including how mathematicians' work on symmetry and group theory has impacted the progression of physics, particularly highlighting Einstein’s paradigm-shifting contributions to the field. The series pays tribute to key historical figures like Evariste Galois, whose development of group theory revolutionized mathematics despite his turbulent life as a failed revolutionary, and showcases the progression of mathematical thought through the competitive environments of Renaissance Italy.

The podcast also takes listeners back to ancient civilizations, discussing the Babylonian approach to mathematics and the Greek usage of geometry to solve equations, with notable mentions of influences like Omar Kyham. Additionally, it provides foundational knowledge by defining what symmetry is and how it has been approached by mathematicians and physicists through the ages.

Overall, this podcast offers an in-depth and historical perspective on symmetry, intertwining the development of mathematical concepts with their significant impact on various fields of science, thus providing a comprehensive narrative about the enduring relevance and beauty of symmetry in understanding our universe.

Episodes: |

Symmetry, string theory and an equation for everything (plus - could we be living in an asymmetrical universe?)2007-Jun-04 |

Symmetry and Quantum Mechanics2007-May-29 |

Physicists, Einstein and Symmetry2007-May-21 |

Group theory and the failed revolutionary2007-May-16 |

Competitive mathematics in Renaissance Italy2007-May-08 |

Babylonian and Greek mathematics2007-May-04 |

What is symmetry?2007-May-04 |