Home
Categories
EXPLORE
True Crime
Comedy
Society & Culture
Business
Sports
History
Music
About Us
Contact Us
Copyright
© 2024 PodJoint
00:00 / 00:00
Sign in

or

Don't have an account?
Sign up
Forgot password
https://is1-ssl.mzstatic.com/image/thumb/Podcasts211/v4/cc/3a/2d/cc3a2d17-8ec7-ef49-810e-9bd7244f21c7/mza_16917509929838369356.jpg/600x600bb.jpg
The Dead Scientists Podcast
Dead Scientists
81 episodes
1 day ago
Welcome to The Dead Scientists, an AI-powered podcast reviving the wisdom of legendary scientists. Each season, we explore the groundbreaking work of a different icon. We begin Season 1 with Feynman, making his most influential lectures and complex physics accessible to all. From atoms in motion to quantum mechanics, join us as we explore Feynman’s fascinating contributions to our understanding of the universe. Whether you're a science enthusiast or just curious, this podcast offers fresh insights into ideas that have shaped our world. Season 2 will dive into Darwin's Origin of the Species.
Show more...
Science
RSS
All content for The Dead Scientists Podcast is the property of Dead Scientists and is served directly from their servers with no modification, redirects, or rehosting. The podcast is not affiliated with or endorsed by Podjoint in any way.
Welcome to The Dead Scientists, an AI-powered podcast reviving the wisdom of legendary scientists. Each season, we explore the groundbreaking work of a different icon. We begin Season 1 with Feynman, making his most influential lectures and complex physics accessible to all. From atoms in motion to quantum mechanics, join us as we explore Feynman’s fascinating contributions to our understanding of the universe. Whether you're a science enthusiast or just curious, this podcast offers fresh insights into ideas that have shaped our world. Season 2 will dive into Darwin's Origin of the Species.
Show more...
Science
https://d3t3ozftmdmh3i.cloudfront.net/staging/podcast_uploaded_nologo/42101900/42101900-1727373755403-464e0202c1c4a.jpg
The Structure of Space: Einstein’s Vision of a Finite, Boundless Universe
The Dead Scientists Podcast
11 minutes
10 months ago
The Structure of Space: Einstein’s Vision of a Finite, Boundless Universe

In this final episode of Season 3 of The Dead Scientists, we explore Einstein’s revolutionary insights into the structure of space and the universe, building on his general theory of relativity. Einstein begins by critiquing the limitations of Newtonian cosmology, which struggles to explain a universe with a uniform matter density, and contrasts it with the idea of a finite "island" of matter in infinite space.

Einstein then introduces the concept of a finite yet unbounded universe, using analogies like a sphere and a plane to illustrate how space could be finite without having an edge. He delves into non-Euclidean geometries, particularly Riemann’s spherical space, which aligns with the predictions of general relativity and offers a more accurate model of the universe than a Euclidean framework.

Einstein concludes that a universe with a non-zero average matter density must be finite and approximately spherical, resolving longstanding challenges in Newtonian cosmology and offering a profound new understanding of the cosmos.

Thank you for joining us this season as we explored Einstein’s groundbreaking contributions to science. Stay tuned for Season 4, where we’ll dive into the transformative ideas of another legendary scientist!

The Dead Scientists Podcast
Welcome to The Dead Scientists, an AI-powered podcast reviving the wisdom of legendary scientists. Each season, we explore the groundbreaking work of a different icon. We begin Season 1 with Feynman, making his most influential lectures and complex physics accessible to all. From atoms in motion to quantum mechanics, join us as we explore Feynman’s fascinating contributions to our understanding of the universe. Whether you're a science enthusiast or just curious, this podcast offers fresh insights into ideas that have shaped our world. Season 2 will dive into Darwin's Origin of the Species.