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A survey of new geometric flows motivated by string theories is provided.Their settings can range from complex geometry to almost-complex geometry tosymplectic geometry. From the PDE viewpoint, many of them can be viewed asintermediate flows between the Ricci flow and the K\"ahler-Ricci flow, albeitoften coupled to flows of additional fields. In particular, a survey is givenof joint works of the author with Tristan Collins, Teng Fei, Bin Guo, SebastienPicard, and Xiangwen Zhang.

Geometric flows from unified string theories