Can you give reference and explain some interesting articles on "Notices of the AMS" or "The American Mathematical Monthly" about differential and Riemannian geometry have you ever read?
Thanks in advance
Can you give reference and explain some interesting articles on "Notices of the AMS" or "The American Mathematical Monthly" about differential and Riemannian geometry have you ever read?
Thanks in advance
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A classic exposition is:
"The work of Perelman builds on prior work of Thurston and Hamilton. In the next two sections we discuss the Thurston picture of 3-manifolds and the Ricci flow introduced and analyzed by Hamilton."