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Since a black hole goes to a singularity, theoretically wouldn't added mass to that point decrease the spacetime curvature by increasing of the circumference, and then not have a loss in information.
Spacetime curvature is not represented by a single number, but a rather complex structure consisting of many numbers which are called "components" of the spacetime curvature.Since a black hole goes to a singularity, theoretically wouldn't added mass to that point decrease the spacetime curvature by increasing of the circumference, and then not have a loss in information.
For a simple 2-sphere in Euclidean 3-space, yes. But for a spherically symmetric gravitating mass in 4-dimensional spacetime, it's more complicated than that. The simplistic reasoning you are trying to use will not work for this case.As we both know, curvature becomes more intense as circumference decreases.
Not really, no. I've reclassified the thread as "I".Is this an "A" question?
If you mean, to report a thread that you think is not correctly classified (should not be "A", for example), yes, you can use the report button for that.Is it OTT to use the "report" button in theses situations?