Introduction to the mathematics of general relativity: Difference between revisions

Content deleted Content added
Curvature tensor: there were 3 numbered list items for only 2 contractions
{{clear}}
Line 35:
 
In general relativity, four-dimensional vectors, or [[four-vector]]s, are required. These four dimensions are length, height, width and time. A "point" in this context would be an event, as it has both a ___location and a time. Similar to vectors, tensors in relativity require four dimensions. One example is the [[Riemann curvature tensor]].
{{clear}}
 
=== Coordinate transformation ===