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2014 / June Volume 9 No.2
Constructing Soliton Solutions Of Geometric Flows By Separation Of Variables
Published Date
2014 / June
Title
Constructing Soliton Solutions Of Geometric Flows By Separation Of Variables
Author
Mu-Tao Wang
Keyword
Kahler-Ricci flow, Lagrangian mean curvature flow, self-similar solution.
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Pagination
283-294
Abstract
This note gives a survey of results in [11] and [19, 20] on the separation of variables construction for soliton solutions of curvature equations including the Kahler-Ricci flow and the Lagrangian mean curvature flow. Some further generalizations are also proposed.
AMS Subject
Classification
Primary 53C44; Secondary 53C21, 53C55, 53D12, 58J35.
Received
2013-08-02
Accepted
2014-04-13
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