What Are the Prerequisites for Nakahara's Geometry, Topology and Physics?

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The discussion focuses on the prerequisites needed to understand "Geometry, Topology and Physics" by Nakahara. Participants emphasize the importance of a solid foundation in both mathematics and physics. Key mathematical prerequisites include knowledge of linear algebra, differential geometry, and topology, while essential physics concepts involve familiarity with classical mechanics and quantum mechanics. The conversation also highlights the value of understanding advanced topics such as group theory and manifold theory. Additionally, contributors suggest that sharing academic backgrounds can help tailor recommendations for prospective readers, ensuring they are adequately prepared for the book's content.
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For anyone who is familiar with the book "Geometry, Topology and Physics" by Nakahara, what do you think are the mathematical and physics prerequisites for this book ?
 
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Hello, could you tell us what is your (academic)background and why you intend to read this book? That way we could frame our answers better.

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