Relativity: Special and General — Part 15 Parallel Transport of Vectors (1)
Parallel transport is one of the most challenging concepts in general relativity. In this series, we work through it step by step. In Part 15, we derive the line element and metric tensor on a two-dimensional sphere embedded in three-dimensional Euclidean space — building the foundation for understanding parallel transport in curved spacetime, the very heart of general relativity.

▶︎
What Are Electric and Magnetic Fields, Really? | Maxwell’s Equations: Part 1

▶︎
What is a Hilbert Space?

▶︎
I never intuitively understood Tensors...until now!

▶︎
Electrons Don't Actually Orbit Like This

▶︎
How Light Travels Without Moving: The Feynman Reality Check

▶︎
There Is Something Faster Than Light

▶︎
All 7 Dimensions Explained in Detail (From 0D to Infinity)

▶︎
Reinventing Entropy | Compression is Intelligence Part 1

▶︎
Why is pi here? And why is it squared? A geometric answer to the Basel problem

▶︎
Relativity: Special and General — Part 17 Parallel Transport of Vectors (3)

▶︎
99% of physics explained in 5 equations

▶︎
The FULL VIDEO of Trump they didn’t want released

▶︎
🚗 BYD : The biggest SCAM of the car industry ?

▶︎
How Divergence and Curl Were Discovered

▶︎
How Laplace Solved The Gaussian Integral!

▶︎
When Celebrities Couldn’t Handle Sacha Baron Cohen’s ZERO Filter

▶︎
The Strangest Things that Correlate with IQ

▶︎
How are holograms possible?

▶︎
Divergence and curl: The language of Maxwell's equations, fluid flow, and more

▶︎
